Completed activities 1,2,3 and 5
|  | @ -1,3 +1,4 @@ | |||
| **/calc | ||||
| **/.ipynb_checkpoints | ||||
| **/*:Zone.Identifier | ||||
| _build | ||||
|  |  | |||
| After Width: | Height: | Size: 73 KiB | 
|  | @ -0,0 +1,210 @@ | |||
| # Data exported on 2025-07-03 17:18:53.490261 | ||||
| ################################################################################ | ||||
| # NOTES: | ||||
| #     | ||||
| ################################################################################ | ||||
| # PARAMETERS: | ||||
| # GlobalParameters: | ||||
| #       spectroscopy = PED  | ||||
| #       algorithm = inversion  | ||||
| #       polarization = None  | ||||
| #       dichroism = None  | ||||
| #       spinpol = False  | ||||
| #       folder = ./calc  | ||||
| # MuffintinParameters: | ||||
| #       charge_relaxation = True  | ||||
| #       ionicity = {}  | ||||
| #       relativistic_mode = non_relativistic  | ||||
| #       radius_overlapping = 0.0  | ||||
| #       interstitial_potential = 0.0 electron_volt | ||||
| #       hydrogen_radius = 0.9 angstrom | ||||
| # TMatrixParameters: | ||||
| #       potential = muffin_tin  | ||||
| #       exchange_correlation = hedin_lundqvist_complex  | ||||
| #       imaginery_part = 0.0  | ||||
| #       lmax_mode = true_ke  | ||||
| #       lmaxt = 19  | ||||
| #       tl_threshold = None  | ||||
| #       max_tl = None  | ||||
| # PEDParameters: | ||||
| #       level = 2p3/2  | ||||
| #       final_state = 2  | ||||
| #       spin_orbit = None  | ||||
| # SourceParameters: | ||||
| #       energy = 1253.6 electron_volt | ||||
| #       theta = -55.0 degree | ||||
| #       phi = 0.0 degree | ||||
| # DetectorParameters: | ||||
| #       angular_acceptance = 0.0 degree | ||||
| #       average_sampling = None  | ||||
| #       rotate = False  | ||||
| # ScanParameters: | ||||
| #       type = theta  | ||||
| #       theta = [-70.00 -69.00 -68.00 ... 68.00 69.00 70.00] degree | ||||
| #       phi = [0.00] degree | ||||
| #       kinetic_energy = 316.39999999999986 electron_volt | ||||
| #       ke_array = [316.40] electron_volt | ||||
| # CalculationParameters: | ||||
| #       RA_cutoff = 1  | ||||
| #       scattering_order = 3  | ||||
| #       renormalization_mode = None  | ||||
| #       renormalization_omega = (1+0j)  | ||||
| #       RA_cutoff_damping = 0  | ||||
| #       spin_flip = False  | ||||
| #       integrals = all  | ||||
| #       path_filtering = None  | ||||
| #       off_cone_events = 1  | ||||
| #       scattering_order_cutoff = 2  | ||||
| #       distance = 10.0 angstrom | ||||
| #       vibrational_damping = debye_waller  | ||||
| #       temperature = 293.0 kelvin | ||||
| #       debye_temperature = 420.0 kelvin | ||||
| #       use_debye_model = False  | ||||
| #       vibration_scaling = 1.2  | ||||
| #       basis_functions = spherical  | ||||
| #       cutoff_factor = 0.01  | ||||
| #       mean_free_path = SeahDench  | ||||
| ################################################################################ | ||||
| # DATA: | ||||
| # theta               phi                 energy              cross_section       direct_signal        | ||||
| -7.0000000000e+01   0.0000000000e+00    3.1640000000e+02    1.6760400000e-02    3.4558400000e-02     | ||||
| -6.9000000000e+01   0.0000000000e+00    3.1640000000e+02    2.0208800000e-02    3.6326900000e-02     | ||||
| -6.8000000000e+01   0.0000000000e+00    3.1640000000e+02    2.5146700000e-02    3.8008900000e-02     | ||||
| -6.7000000000e+01   0.0000000000e+00    3.1640000000e+02    3.1090400000e-02    3.9608400000e-02     | ||||
| -6.6000000000e+01   0.0000000000e+00    3.1640000000e+02    3.7059700000e-02    4.1129600000e-02     | ||||
| -6.5000000000e+01   0.0000000000e+00    3.1640000000e+02    4.1600100000e-02    4.2576400000e-02     | ||||
| -6.4000000000e+01   0.0000000000e+00    3.1640000000e+02    4.3156800000e-02    4.3952800000e-02     | ||||
| -6.3000000000e+01   0.0000000000e+00    3.1640000000e+02    4.0828700000e-02    4.5262800000e-02     | ||||
| -6.2000000000e+01   0.0000000000e+00    3.1640000000e+02    3.5043300000e-02    4.6509900000e-02     | ||||
| -6.1000000000e+01   0.0000000000e+00    3.1640000000e+02    2.7554100000e-02    4.7697700000e-02     | ||||
| -6.0000000000e+01   0.0000000000e+00    3.1640000000e+02    2.0646600000e-02    4.8829300000e-02     | ||||
| -5.9000000000e+01   0.0000000000e+00    3.1640000000e+02    1.6104400000e-02    4.9908100000e-02     | ||||
| -5.8000000000e+01   0.0000000000e+00    3.1640000000e+02    1.4639300000e-02    5.0936800000e-02     | ||||
| -5.7000000000e+01   0.0000000000e+00    3.1640000000e+02    1.6055900000e-02    5.1918300000e-02     | ||||
| -5.6000000000e+01   0.0000000000e+00    3.1640000000e+02    1.9862200000e-02    5.2855100000e-02     | ||||
| -5.5000000000e+01   0.0000000000e+00    3.1640000000e+02    2.5815700000e-02    5.3749500000e-02     | ||||
| -5.4000000000e+01   0.0000000000e+00    3.1640000000e+02    3.4052800000e-02    5.4603900000e-02     | ||||
| -5.3000000000e+01   0.0000000000e+00    3.1640000000e+02    4.4825800000e-02    5.5420400000e-02     | ||||
| -5.2000000000e+01   0.0000000000e+00    3.1640000000e+02    5.8239200000e-02    5.6200900000e-02     | ||||
| -5.1000000000e+01   0.0000000000e+00    3.1640000000e+02    7.4350600000e-02    5.6947200000e-02     | ||||
| -5.0000000000e+01   0.0000000000e+00    3.1640000000e+02    9.3401700000e-02    5.7661100000e-02     | ||||
| -4.9000000000e+01   0.0000000000e+00    3.1640000000e+02    1.1542300000e-01    5.8344100000e-02     | ||||
| -4.8000000000e+01   0.0000000000e+00    3.1640000000e+02    1.3900500000e-01    5.8997900000e-02     | ||||
| -4.7000000000e+01   0.0000000000e+00    3.1640000000e+02    1.6039800000e-01    5.9623700000e-02     | ||||
| -4.6000000000e+01   0.0000000000e+00    3.1640000000e+02    1.7444000000e-01    6.0222900000e-02     | ||||
| -4.5000000000e+01   0.0000000000e+00    3.1640000000e+02    1.7719200000e-01    6.0796800000e-02     | ||||
| -4.4000000000e+01   0.0000000000e+00    3.1640000000e+02    1.6813000000e-01    6.1346400000e-02     | ||||
| -4.3000000000e+01   0.0000000000e+00    3.1640000000e+02    1.5010300000e-01    6.1872900000e-02     | ||||
| -4.2000000000e+01   0.0000000000e+00    3.1640000000e+02    1.2752500000e-01    6.2377200000e-02     | ||||
| -4.1000000000e+01   0.0000000000e+00    3.1640000000e+02    1.0459900000e-01    6.2860400000e-02     | ||||
| -4.0000000000e+01   0.0000000000e+00    3.1640000000e+02    8.4260300000e-02    6.3323300000e-02     | ||||
| -3.9000000000e+01   0.0000000000e+00    3.1640000000e+02    6.7429000000e-02    6.3766700000e-02     | ||||
| -3.8000000000e+01   0.0000000000e+00    3.1640000000e+02    5.2935600000e-02    6.4191400000e-02     | ||||
| -3.7000000000e+01   0.0000000000e+00    3.1640000000e+02    3.9230600000e-02    6.4598300000e-02     | ||||
| -3.6000000000e+01   0.0000000000e+00    3.1640000000e+02    2.7100800000e-02    6.4987800000e-02     | ||||
| -3.5000000000e+01   0.0000000000e+00    3.1640000000e+02    2.0278100000e-02    6.5360800000e-02     | ||||
| -3.4000000000e+01   0.0000000000e+00    3.1640000000e+02    2.2352600000e-02    6.5717800000e-02     | ||||
| -3.3000000000e+01   0.0000000000e+00    3.1640000000e+02    3.2964100000e-02    6.6059500000e-02     | ||||
| -3.2000000000e+01   0.0000000000e+00    3.1640000000e+02    4.7633000000e-02    6.6386200000e-02     | ||||
| -3.1000000000e+01   0.0000000000e+00    3.1640000000e+02    6.1373400000e-02    6.6698600000e-02     | ||||
| -3.0000000000e+01   0.0000000000e+00    3.1640000000e+02    7.1851500000e-02    6.6997100000e-02     | ||||
| -2.9000000000e+01   0.0000000000e+00    3.1640000000e+02    7.9101800000e-02    6.7282100000e-02     | ||||
| -2.8000000000e+01   0.0000000000e+00    3.1640000000e+02    8.3411500000e-02    6.7554200000e-02     | ||||
| -2.7000000000e+01   0.0000000000e+00    3.1640000000e+02    8.4463400000e-02    6.7813600000e-02     | ||||
| -2.6000000000e+01   0.0000000000e+00    3.1640000000e+02    8.2101700000e-02    6.8060900000e-02     | ||||
| -2.5000000000e+01   0.0000000000e+00    3.1640000000e+02    7.6907700000e-02    6.8296200000e-02     | ||||
| -2.4000000000e+01   0.0000000000e+00    3.1640000000e+02    6.9818600000e-02    6.8520000000e-02     | ||||
| -2.3000000000e+01   0.0000000000e+00    3.1640000000e+02    6.1665900000e-02    6.8732500000e-02     | ||||
| -2.2000000000e+01   0.0000000000e+00    3.1640000000e+02    5.3215100000e-02    6.8934100000e-02     | ||||
| -2.1000000000e+01   0.0000000000e+00    3.1640000000e+02    4.5291200000e-02    6.9125000000e-02     | ||||
| -2.0000000000e+01   0.0000000000e+00    3.1640000000e+02    3.8678100000e-02    6.9305400000e-02     | ||||
| -1.9000000000e+01   0.0000000000e+00    3.1640000000e+02    3.4035500000e-02    6.9475700000e-02     | ||||
| -1.8000000000e+01   0.0000000000e+00    3.1640000000e+02    3.1886500000e-02    6.9636000000e-02     | ||||
| -1.7000000000e+01   0.0000000000e+00    3.1640000000e+02    3.2478600000e-02    6.9786500000e-02     | ||||
| -1.6000000000e+01   0.0000000000e+00    3.1640000000e+02    3.5725600000e-02    6.9927500000e-02     | ||||
| -1.5000000000e+01   0.0000000000e+00    3.1640000000e+02    4.1561700000e-02    7.0059000000e-02     | ||||
| -1.4000000000e+01   0.0000000000e+00    3.1640000000e+02    5.0280800000e-02    7.0181400000e-02     | ||||
| -1.3000000000e+01   0.0000000000e+00    3.1640000000e+02    6.2111400000e-02    7.0294700000e-02     | ||||
| -1.2000000000e+01   0.0000000000e+00    3.1640000000e+02    7.6376600000e-02    7.0399000000e-02     | ||||
| -1.1000000000e+01   0.0000000000e+00    3.1640000000e+02    9.1502100000e-02    7.0494500000e-02     | ||||
| -1.0000000000e+01   0.0000000000e+00    3.1640000000e+02    1.0611500000e-01    7.0581400000e-02     | ||||
| -9.0000000000e+00   0.0000000000e+00    3.1640000000e+02    1.1982900000e-01    7.0659700000e-02     | ||||
| -8.0000000000e+00   0.0000000000e+00    3.1640000000e+02    1.3263000000e-01    7.0729400000e-02     | ||||
| -7.0000000000e+00   0.0000000000e+00    3.1640000000e+02    1.4376100000e-01    7.0790800000e-02     | ||||
| -6.0000000000e+00   0.0000000000e+00    3.1640000000e+02    1.5170200000e-01    7.0843800000e-02     | ||||
| -5.0000000000e+00   0.0000000000e+00    3.1640000000e+02    1.5530500000e-01    7.0888600000e-02     | ||||
| -4.0000000000e+00   0.0000000000e+00    3.1640000000e+02    1.5461700000e-01    7.0925200000e-02     | ||||
| -3.0000000000e+00   0.0000000000e+00    3.1640000000e+02    1.5051100000e-01    7.0953600000e-02     | ||||
| -2.0000000000e+00   0.0000000000e+00    3.1640000000e+02    1.4395000000e-01    7.0973800000e-02     | ||||
| -1.0000000000e+00   0.0000000000e+00    3.1640000000e+02    1.3584600000e-01    7.0986000000e-02     | ||||
| 0.0000000000e+00    0.0000000000e+00    3.1640000000e+02    1.2739100000e-01    7.0990000000e-02     | ||||
| 1.0000000000e+00    0.0000000000e+00    3.1640000000e+02    1.2009000000e-01    7.0986000000e-02     | ||||
| 2.0000000000e+00    0.0000000000e+00    3.1640000000e+02    1.1532100000e-01    7.0973900000e-02     | ||||
| 3.0000000000e+00    0.0000000000e+00    3.1640000000e+02    1.1388700000e-01    7.0953600000e-02     | ||||
| 4.0000000000e+00    0.0000000000e+00    3.1640000000e+02    1.1567400000e-01    7.0925200000e-02     | ||||
| 5.0000000000e+00    0.0000000000e+00    3.1640000000e+02    1.1927500000e-01    7.0888600000e-02     | ||||
| 6.0000000000e+00    0.0000000000e+00    3.1640000000e+02    1.2193600000e-01    7.0843900000e-02     | ||||
| 7.0000000000e+00    0.0000000000e+00    3.1640000000e+02    1.2063000000e-01    7.0790800000e-02     | ||||
| 8.0000000000e+00    0.0000000000e+00    3.1640000000e+02    1.1411300000e-01    7.0729400000e-02     | ||||
| 9.0000000000e+00    0.0000000000e+00    3.1640000000e+02    1.0421700000e-01    7.0659700000e-02     | ||||
| 1.0000000000e+01    0.0000000000e+00    3.1640000000e+02    9.4735100000e-02    7.0581500000e-02     | ||||
| 1.1000000000e+01    0.0000000000e+00    3.1640000000e+02    8.8433900000e-02    7.0494600000e-02     | ||||
| 1.2000000000e+01    0.0000000000e+00    3.1640000000e+02    8.4840400000e-02    7.0399100000e-02     | ||||
| 1.3000000000e+01    0.0000000000e+00    3.1640000000e+02    8.0863800000e-02    7.0294800000e-02     | ||||
| 1.4000000000e+01    0.0000000000e+00    3.1640000000e+02    7.3613000000e-02    7.0181500000e-02     | ||||
| 1.5000000000e+01    0.0000000000e+00    3.1640000000e+02    6.2809600000e-02    7.0059100000e-02     | ||||
| 1.6000000000e+01    0.0000000000e+00    3.1640000000e+02    5.0911600000e-02    6.9927600000e-02     | ||||
| 1.7000000000e+01    0.0000000000e+00    3.1640000000e+02    4.1320400000e-02    6.9786600000e-02     | ||||
| 1.8000000000e+01    0.0000000000e+00    3.1640000000e+02    3.6455600000e-02    6.9636100000e-02     | ||||
| 1.9000000000e+01    0.0000000000e+00    3.1640000000e+02    3.7033700000e-02    6.9475800000e-02     | ||||
| 2.0000000000e+01    0.0000000000e+00    3.1640000000e+02    4.2492800000e-02    6.9305500000e-02     | ||||
| 2.1000000000e+01    0.0000000000e+00    3.1640000000e+02    5.1647100000e-02    6.9125100000e-02     | ||||
| 2.2000000000e+01    0.0000000000e+00    3.1640000000e+02    6.2886800000e-02    6.8934200000e-02     | ||||
| 2.3000000000e+01    0.0000000000e+00    3.1640000000e+02    7.4073200000e-02    6.8732600000e-02     | ||||
| 2.4000000000e+01    0.0000000000e+00    3.1640000000e+02    8.2704900000e-02    6.8520100000e-02     | ||||
| 2.5000000000e+01    0.0000000000e+00    3.1640000000e+02    8.6561800000e-02    6.8296300000e-02     | ||||
| 2.6000000000e+01    0.0000000000e+00    3.1640000000e+02    8.4438500000e-02    6.8061000000e-02     | ||||
| 2.7000000000e+01    0.0000000000e+00    3.1640000000e+02    7.6565400000e-02    6.7813800000e-02     | ||||
| 2.8000000000e+01    0.0000000000e+00    3.1640000000e+02    6.4661600000e-02    6.7554300000e-02     | ||||
| 2.9000000000e+01    0.0000000000e+00    3.1640000000e+02    5.1546500000e-02    6.7282300000e-02     | ||||
| 3.0000000000e+01    0.0000000000e+00    3.1640000000e+02    4.0068000000e-02    6.6997200000e-02     | ||||
| 3.1000000000e+01    0.0000000000e+00    3.1640000000e+02    3.1739900000e-02    6.6698700000e-02     | ||||
| 3.2000000000e+01    0.0000000000e+00    3.1640000000e+02    2.6399800000e-02    6.6386300000e-02     | ||||
| 3.3000000000e+01    0.0000000000e+00    3.1640000000e+02    2.3543900000e-02    6.6059600000e-02     | ||||
| 3.4000000000e+01    0.0000000000e+00    3.1640000000e+02    2.3840800000e-02    6.5718000000e-02     | ||||
| 3.5000000000e+01    0.0000000000e+00    3.1640000000e+02    2.8693300000e-02    6.5361000000e-02     | ||||
| 3.6000000000e+01    0.0000000000e+00    3.1640000000e+02    3.8208100000e-02    6.4988000000e-02     | ||||
| 3.7000000000e+01    0.0000000000e+00    3.1640000000e+02    5.0387600000e-02    6.4598400000e-02     | ||||
| 3.8000000000e+01    0.0000000000e+00    3.1640000000e+02    6.2968200000e-02    6.4191600000e-02     | ||||
| 3.9000000000e+01    0.0000000000e+00    3.1640000000e+02    7.5722400000e-02    6.3766800000e-02     | ||||
| 4.0000000000e+01    0.0000000000e+00    3.1640000000e+02    9.0316100000e-02    6.3323400000e-02     | ||||
| 4.1000000000e+01    0.0000000000e+00    3.1640000000e+02    1.0803200000e-01    6.2860500000e-02     | ||||
| 4.2000000000e+01    0.0000000000e+00    3.1640000000e+02    1.2809400000e-01    6.2377400000e-02     | ||||
| 4.3000000000e+01    0.0000000000e+00    3.1640000000e+02    1.4786700000e-01    6.1873000000e-02     | ||||
| 4.4000000000e+01    0.0000000000e+00    3.1640000000e+02    1.6367300000e-01    6.1346500000e-02     | ||||
| 4.5000000000e+01    0.0000000000e+00    3.1640000000e+02    1.7133700000e-01    6.0796900000e-02     | ||||
| 4.6000000000e+01    0.0000000000e+00    3.1640000000e+02    1.6731300000e-01    6.0223000000e-02     | ||||
| 4.7000000000e+01    0.0000000000e+00    3.1640000000e+02    1.5088100000e-01    5.9623800000e-02     | ||||
| 4.8000000000e+01    0.0000000000e+00    3.1640000000e+02    1.2555800000e-01    5.8998000000e-02     | ||||
| 4.9000000000e+01    0.0000000000e+00    3.1640000000e+02    9.7682100000e-02    5.8344200000e-02     | ||||
| 5.0000000000e+01    0.0000000000e+00    3.1640000000e+02    7.2951800000e-02    5.7661100000e-02     | ||||
| 5.1000000000e+01    0.0000000000e+00    3.1640000000e+02    5.4007700000e-02    5.6947300000e-02     | ||||
| 5.2000000000e+01    0.0000000000e+00    3.1640000000e+02    4.0739100000e-02    5.6200900000e-02     | ||||
| 5.3000000000e+01    0.0000000000e+00    3.1640000000e+02    3.2023500000e-02    5.5420500000e-02     | ||||
| 5.4000000000e+01    0.0000000000e+00    3.1640000000e+02    2.6810600000e-02    5.4604000000e-02     | ||||
| 5.5000000000e+01    0.0000000000e+00    3.1640000000e+02    2.4164800000e-02    5.3749600000e-02     | ||||
| 5.6000000000e+01    0.0000000000e+00    3.1640000000e+02    2.3246600000e-02    5.2855300000e-02     | ||||
| 5.7000000000e+01    0.0000000000e+00    3.1640000000e+02    2.3675500000e-02    5.1918400000e-02     | ||||
| 5.8000000000e+01    0.0000000000e+00    3.1640000000e+02    2.5681900000e-02    5.0936900000e-02     | ||||
| 5.9000000000e+01    0.0000000000e+00    3.1640000000e+02    2.9598300000e-02    4.9908100000e-02     | ||||
| 6.0000000000e+01    0.0000000000e+00    3.1640000000e+02    3.5130400000e-02    4.8829400000e-02     | ||||
| 6.1000000000e+01    0.0000000000e+00    3.1640000000e+02    4.1130700000e-02    4.7697700000e-02     | ||||
| 6.2000000000e+01    0.0000000000e+00    3.1640000000e+02    4.6016100000e-02    4.6510000000e-02     | ||||
| 6.3000000000e+01    0.0000000000e+00    3.1640000000e+02    4.8428800000e-02    4.5262800000e-02     | ||||
| 6.4000000000e+01    0.0000000000e+00    3.1640000000e+02    4.7725800000e-02    4.3952900000e-02     | ||||
| 6.5000000000e+01    0.0000000000e+00    3.1640000000e+02    4.4133700000e-02    4.2576400000e-02     | ||||
| 6.6000000000e+01    0.0000000000e+00    3.1640000000e+02    3.8549700000e-02    4.1129600000e-02     | ||||
| 6.7000000000e+01    0.0000000000e+00    3.1640000000e+02    3.2114400000e-02    3.9608500000e-02     | ||||
| 6.8000000000e+01    0.0000000000e+00    3.1640000000e+02    2.5826800000e-02    3.8008900000e-02     | ||||
| 6.9000000000e+01    0.0000000000e+00    3.1640000000e+02    2.0409500000e-02    3.6326900000e-02     | ||||
| 7.0000000000e+01    0.0000000000e+00    3.1640000000e+02    1.6335600000e-02    3.4558400000e-02     | ||||
| After Width: | Height: | Size: 73 KiB | 
|  | @ -0,0 +1,210 @@ | |||
| # Data exported on 2025-07-03 17:31:05.187196 | ||||
| ################################################################################ | ||||
| # NOTES: | ||||
| #     | ||||
| ################################################################################ | ||||
| # PARAMETERS: | ||||
| # GlobalParameters: | ||||
| #       spectroscopy = PED  | ||||
| #       algorithm = inversion  | ||||
| #       polarization = None  | ||||
| #       dichroism = None  | ||||
| #       spinpol = False  | ||||
| #       folder = ./calc  | ||||
| # MuffintinParameters: | ||||
| #       charge_relaxation = True  | ||||
| #       ionicity = {}  | ||||
| #       relativistic_mode = non_relativistic  | ||||
| #       radius_overlapping = 0.0  | ||||
| #       interstitial_potential = 0.0 electron_volt | ||||
| #       hydrogen_radius = 0.9 angstrom | ||||
| # TMatrixParameters: | ||||
| #       potential = muffin_tin  | ||||
| #       exchange_correlation = hedin_lundqvist_complex  | ||||
| #       imaginery_part = 0.0  | ||||
| #       lmax_mode = true_ke  | ||||
| #       lmaxt = 19  | ||||
| #       tl_threshold = None  | ||||
| #       max_tl = None  | ||||
| # PEDParameters: | ||||
| #       level = 2p3/2  | ||||
| #       final_state = 2  | ||||
| #       spin_orbit = None  | ||||
| # SourceParameters: | ||||
| #       energy = 1253.6 electron_volt | ||||
| #       theta = -55.0 degree | ||||
| #       phi = 0.0 degree | ||||
| # DetectorParameters: | ||||
| #       angular_acceptance = 0.0 degree | ||||
| #       average_sampling = None  | ||||
| #       rotate = False  | ||||
| # ScanParameters: | ||||
| #       type = theta  | ||||
| #       theta = [-70.00 -69.00 -68.00 ... 68.00 69.00 70.00] degree | ||||
| #       phi = [0.00] degree | ||||
| #       kinetic_energy = 316.39999999999986 electron_volt | ||||
| #       ke_array = [316.40] electron_volt | ||||
| # CalculationParameters: | ||||
| #       RA_cutoff = 1  | ||||
| #       scattering_order = 3  | ||||
| #       renormalization_mode = None  | ||||
| #       renormalization_omega = (1+0j)  | ||||
| #       RA_cutoff_damping = 0  | ||||
| #       spin_flip = False  | ||||
| #       integrals = all  | ||||
| #       path_filtering = None  | ||||
| #       off_cone_events = 1  | ||||
| #       scattering_order_cutoff = 2  | ||||
| #       distance = 10.0 angstrom | ||||
| #       vibrational_damping = debye_waller  | ||||
| #       temperature = 293.0 kelvin | ||||
| #       debye_temperature = 420.0 kelvin | ||||
| #       use_debye_model = False  | ||||
| #       vibration_scaling = 1.2  | ||||
| #       basis_functions = spherical  | ||||
| #       cutoff_factor = 0.01  | ||||
| #       mean_free_path = SeahDench  | ||||
| ################################################################################ | ||||
| # DATA: | ||||
| # theta               phi                 energy              cross_section       direct_signal        | ||||
| -7.0000000000e+01   0.0000000000e+00    3.1640000000e+02    1.4884900000e-02    3.4595300000e-02     | ||||
| -6.9000000000e+01   0.0000000000e+00    3.1640000000e+02    1.8701400000e-02    3.6365700000e-02     | ||||
| -6.8000000000e+01   0.0000000000e+00    3.1640000000e+02    2.3621600000e-02    3.8049500000e-02     | ||||
| -6.7000000000e+01   0.0000000000e+00    3.1640000000e+02    2.9263200000e-02    3.9650700000e-02     | ||||
| -6.6000000000e+01   0.0000000000e+00    3.1640000000e+02    3.4746900000e-02    4.1173500000e-02     | ||||
| -6.5000000000e+01   0.0000000000e+00    3.1640000000e+02    3.8782000000e-02    4.2621900000e-02     | ||||
| -6.4000000000e+01   0.0000000000e+00    3.1640000000e+02    4.0051800000e-02    4.3999800000e-02     | ||||
| -6.3000000000e+01   0.0000000000e+00    3.1640000000e+02    3.7829300000e-02    4.5311100000e-02     | ||||
| -6.2000000000e+01   0.0000000000e+00    3.1640000000e+02    3.2501200000e-02    4.6559600000e-02     | ||||
| -6.1000000000e+01   0.0000000000e+00    3.1640000000e+02    2.5592300000e-02    4.7748600000e-02     | ||||
| -6.0000000000e+01   0.0000000000e+00    3.1640000000e+02    1.9158000000e-02    4.8881500000e-02     | ||||
| -5.9000000000e+01   0.0000000000e+00    3.1640000000e+02    1.4894500000e-02    4.9961400000e-02     | ||||
| -5.8000000000e+01   0.0000000000e+00    3.1640000000e+02    1.3575700000e-02    5.0991300000e-02     | ||||
| -5.7000000000e+01   0.0000000000e+00    3.1640000000e+02    1.5162200000e-02    5.1973800000e-02     | ||||
| -5.6000000000e+01   0.0000000000e+00    3.1640000000e+02    1.9351600000e-02    5.2911500000e-02     | ||||
| -5.5000000000e+01   0.0000000000e+00    3.1640000000e+02    2.5996400000e-02    5.3806900000e-02     | ||||
| -5.4000000000e+01   0.0000000000e+00    3.1640000000e+02    3.5072100000e-02    5.4662300000e-02     | ||||
| -5.3000000000e+01   0.0000000000e+00    3.1640000000e+02    4.6437600000e-02    5.5479600000e-02     | ||||
| -5.2000000000e+01   0.0000000000e+00    3.1640000000e+02    5.9850800000e-02    5.6260900000e-02     | ||||
| -5.1000000000e+01   0.0000000000e+00    3.1640000000e+02    7.5305200000e-02    5.7008000000e-02     | ||||
| -5.0000000000e+01   0.0000000000e+00    3.1640000000e+02    9.3174100000e-02    5.7722700000e-02     | ||||
| -4.9000000000e+01   0.0000000000e+00    3.1640000000e+02    1.1362800000e-01    5.8406400000e-02     | ||||
| -4.8000000000e+01   0.0000000000e+00    3.1640000000e+02    1.3553800000e-01    5.9060900000e-02     | ||||
| -4.7000000000e+01   0.0000000000e+00    3.1640000000e+02    1.5581900000e-01    5.9687400000e-02     | ||||
| -4.6000000000e+01   0.0000000000e+00    3.1640000000e+02    1.7011200000e-01    6.0287300000e-02     | ||||
| -4.5000000000e+01   0.0000000000e+00    3.1640000000e+02    1.7466500000e-01    6.0861700000e-02     | ||||
| -4.4000000000e+01   0.0000000000e+00    3.1640000000e+02    1.6825800000e-01    6.1411900000e-02     | ||||
| -4.3000000000e+01   0.0000000000e+00    3.1640000000e+02    1.5292800000e-01    6.1939000000e-02     | ||||
| -4.2000000000e+01   0.0000000000e+00    3.1640000000e+02    1.3295000000e-01    6.2443900000e-02     | ||||
| -4.1000000000e+01   0.0000000000e+00    3.1640000000e+02    1.1262900000e-01    6.2927600000e-02     | ||||
| -4.0000000000e+01   0.0000000000e+00    3.1640000000e+02    9.4173900000e-02    6.3390900000e-02     | ||||
| -3.9000000000e+01   0.0000000000e+00    3.1640000000e+02    7.7119700000e-02    6.3834800000e-02     | ||||
| -3.8000000000e+01   0.0000000000e+00    3.1640000000e+02    5.9922400000e-02    6.4260000000e-02     | ||||
| -3.7000000000e+01   0.0000000000e+00    3.1640000000e+02    4.2622200000e-02    6.4667300000e-02     | ||||
| -3.6000000000e+01   0.0000000000e+00    3.1640000000e+02    2.8146000000e-02    6.5057300000e-02     | ||||
| -3.5000000000e+01   0.0000000000e+00    3.1640000000e+02    2.0695600000e-02    6.5430700000e-02     | ||||
| -3.4000000000e+01   0.0000000000e+00    3.1640000000e+02    2.2492000000e-02    6.5788100000e-02     | ||||
| -3.3000000000e+01   0.0000000000e+00    3.1640000000e+02    3.1984800000e-02    6.6130000000e-02     | ||||
| -3.2000000000e+01   0.0000000000e+00    3.1640000000e+02    4.5134500000e-02    6.6457100000e-02     | ||||
| -3.1000000000e+01   0.0000000000e+00    3.1640000000e+02    5.8169800000e-02    6.6769800000e-02     | ||||
| -3.0000000000e+01   0.0000000000e+00    3.1640000000e+02    6.9077500000e-02    6.7068700000e-02     | ||||
| -2.9000000000e+01   0.0000000000e+00    3.1640000000e+02    7.7083800000e-02    6.7354000000e-02     | ||||
| -2.8000000000e+01   0.0000000000e+00    3.1640000000e+02    8.1642500000e-02    6.7626400000e-02     | ||||
| -2.7000000000e+01   0.0000000000e+00    3.1640000000e+02    8.2265500000e-02    6.7886100000e-02     | ||||
| -2.6000000000e+01   0.0000000000e+00    3.1640000000e+02    7.8917800000e-02    6.8133600000e-02     | ||||
| -2.5000000000e+01   0.0000000000e+00    3.1640000000e+02    7.2148400000e-02    6.8369200000e-02     | ||||
| -2.4000000000e+01   0.0000000000e+00    3.1640000000e+02    6.2888700000e-02    6.8593200000e-02     | ||||
| -2.3000000000e+01   0.0000000000e+00    3.1640000000e+02    5.2304700000e-02    6.8805900000e-02     | ||||
| -2.2000000000e+01   0.0000000000e+00    3.1640000000e+02    4.1706800000e-02    6.9007700000e-02     | ||||
| -2.1000000000e+01   0.0000000000e+00    3.1640000000e+02    3.2328400000e-02    6.9198800000e-02     | ||||
| -2.0000000000e+01   0.0000000000e+00    3.1640000000e+02    2.5089300000e-02    6.9379500000e-02     | ||||
| -1.9000000000e+01   0.0000000000e+00    3.1640000000e+02    2.0551700000e-02    6.9549900000e-02     | ||||
| -1.8000000000e+01   0.0000000000e+00    3.1640000000e+02    1.8965500000e-02    6.9710400000e-02     | ||||
| -1.7000000000e+01   0.0000000000e+00    3.1640000000e+02    2.0312300000e-02    6.9861100000e-02     | ||||
| -1.6000000000e+01   0.0000000000e+00    3.1640000000e+02    2.4534700000e-02    7.0002200000e-02     | ||||
| -1.5000000000e+01   0.0000000000e+00    3.1640000000e+02    3.1907900000e-02    7.0133900000e-02     | ||||
| -1.4000000000e+01   0.0000000000e+00    3.1640000000e+02    4.2942200000e-02    7.0256400000e-02     | ||||
| -1.3000000000e+01   0.0000000000e+00    3.1640000000e+02    5.7530800000e-02    7.0369800000e-02     | ||||
| -1.2000000000e+01   0.0000000000e+00    3.1640000000e+02    7.4226700000e-02    7.0474200000e-02     | ||||
| -1.1000000000e+01   0.0000000000e+00    3.1640000000e+02    9.0752700000e-02    7.0569900000e-02     | ||||
| -1.0000000000e+01   0.0000000000e+00    3.1640000000e+02    1.0539500000e-01    7.0656800000e-02     | ||||
| -9.0000000000e+00   0.0000000000e+00    3.1640000000e+02    1.1768500000e-01    7.0735100000e-02     | ||||
| -8.0000000000e+00   0.0000000000e+00    3.1640000000e+02    1.2768900000e-01    7.0805000000e-02     | ||||
| -7.0000000000e+00   0.0000000000e+00    3.1640000000e+02    1.3502600000e-01    7.0866400000e-02     | ||||
| -6.0000000000e+00   0.0000000000e+00    3.1640000000e+02    1.3901200000e-01    7.0919500000e-02     | ||||
| -5.0000000000e+00   0.0000000000e+00    3.1640000000e+02    1.3958800000e-01    7.0964400000e-02     | ||||
| -4.0000000000e+00   0.0000000000e+00    3.1640000000e+02    1.3765400000e-01    7.1001000000e-02     | ||||
| -3.0000000000e+00   0.0000000000e+00    3.1640000000e+02    1.3429700000e-01    7.1029400000e-02     | ||||
| -2.0000000000e+00   0.0000000000e+00    3.1640000000e+02    1.2998600000e-01    7.1049600000e-02     | ||||
| -1.0000000000e+00   0.0000000000e+00    3.1640000000e+02    1.2469100000e-01    7.1061800000e-02     | ||||
| 0.0000000000e+00    0.0000000000e+00    3.1640000000e+02    1.1862100000e-01    7.1065900000e-02     | ||||
| 1.0000000000e+00    0.0000000000e+00    3.1640000000e+02    1.1266700000e-01    7.1061900000e-02     | ||||
| 2.0000000000e+00    0.0000000000e+00    3.1640000000e+02    1.0822700000e-01    7.1049700000e-02     | ||||
| 3.0000000000e+00    0.0000000000e+00    3.1640000000e+02    1.0673400000e-01    7.1029400000e-02     | ||||
| 4.0000000000e+00    0.0000000000e+00    3.1640000000e+02    1.0899000000e-01    7.1001000000e-02     | ||||
| 5.0000000000e+00    0.0000000000e+00    3.1640000000e+02    1.1431500000e-01    7.0964400000e-02     | ||||
| 6.0000000000e+00    0.0000000000e+00    3.1640000000e+02    1.2010700000e-01    7.0919600000e-02     | ||||
| 7.0000000000e+00    0.0000000000e+00    3.1640000000e+02    1.2277900000e-01    7.0866500000e-02     | ||||
| 8.0000000000e+00    0.0000000000e+00    3.1640000000e+02    1.1998700000e-01    7.0805000000e-02     | ||||
| 9.0000000000e+00    0.0000000000e+00    3.1640000000e+02    1.1229000000e-01    7.0735200000e-02     | ||||
| 1.0000000000e+01    0.0000000000e+00    3.1640000000e+02    1.0244600000e-01    7.0656900000e-02     | ||||
| 1.1000000000e+01    0.0000000000e+00    3.1640000000e+02    9.2809000000e-02    7.0569900000e-02     | ||||
| 1.2000000000e+01    0.0000000000e+00    3.1640000000e+02    8.3429200000e-02    7.0474300000e-02     | ||||
| 1.3000000000e+01    0.0000000000e+00    3.1640000000e+02    7.2723000000e-02    7.0369900000e-02     | ||||
| 1.4000000000e+01    0.0000000000e+00    3.1640000000e+02    5.9779700000e-02    7.0256500000e-02     | ||||
| 1.5000000000e+01    0.0000000000e+00    3.1640000000e+02    4.5768300000e-02    7.0134000000e-02     | ||||
| 1.6000000000e+01    0.0000000000e+00    3.1640000000e+02    3.3243000000e-02    7.0002300000e-02     | ||||
| 1.7000000000e+01    0.0000000000e+00    3.1640000000e+02    2.4474200000e-02    6.9861200000e-02     | ||||
| 1.8000000000e+01    0.0000000000e+00    3.1640000000e+02    2.0517200000e-02    6.9710500000e-02     | ||||
| 1.9000000000e+01    0.0000000000e+00    3.1640000000e+02    2.1424200000e-02    6.9550100000e-02     | ||||
| 2.0000000000e+01    0.0000000000e+00    3.1640000000e+02    2.6791000000e-02    6.9379600000e-02     | ||||
| 2.1000000000e+01    0.0000000000e+00    3.1640000000e+02    3.5923200000e-02    6.9199000000e-02     | ||||
| 2.2000000000e+01    0.0000000000e+00    3.1640000000e+02    4.7624000000e-02    6.9007900000e-02     | ||||
| 2.3000000000e+01    0.0000000000e+00    3.1640000000e+02    5.9992500000e-02    6.8806100000e-02     | ||||
| 2.4000000000e+01    0.0000000000e+00    3.1640000000e+02    7.0568300000e-02    6.8593300000e-02     | ||||
| 2.5000000000e+01    0.0000000000e+00    3.1640000000e+02    7.6929400000e-02    6.8369300000e-02     | ||||
| 2.6000000000e+01    0.0000000000e+00    3.1640000000e+02    7.7519500000e-02    6.8133700000e-02     | ||||
| 2.7000000000e+01    0.0000000000e+00    3.1640000000e+02    7.2253600000e-02    6.7886300000e-02     | ||||
| 2.8000000000e+01    0.0000000000e+00    3.1640000000e+02    6.2580200000e-02    6.7626500000e-02     | ||||
| 2.9000000000e+01    0.0000000000e+00    3.1640000000e+02    5.0979000000e-02    6.7354200000e-02     | ||||
| 3.0000000000e+01    0.0000000000e+00    3.1640000000e+02    4.0040700000e-02    6.7068800000e-02     | ||||
| 3.1000000000e+01    0.0000000000e+00    3.1640000000e+02    3.1470300000e-02    6.6770000000e-02     | ||||
| 3.2000000000e+01    0.0000000000e+00    3.1640000000e+02    2.5727300000e-02    6.6457300000e-02     | ||||
| 3.3000000000e+01    0.0000000000e+00    3.1640000000e+02    2.2798400000e-02    6.6130200000e-02     | ||||
| 3.4000000000e+01    0.0000000000e+00    3.1640000000e+02    2.3367900000e-02    6.5788200000e-02     | ||||
| 3.5000000000e+01    0.0000000000e+00    3.1640000000e+02    2.8807900000e-02    6.5430800000e-02     | ||||
| 3.6000000000e+01    0.0000000000e+00    3.1640000000e+02    3.9636800000e-02    6.5057400000e-02     | ||||
| 3.7000000000e+01    0.0000000000e+00    3.1640000000e+02    5.4290100000e-02    6.4667400000e-02     | ||||
| 3.8000000000e+01    0.0000000000e+00    3.1640000000e+02    7.0062800000e-02    6.4260200000e-02     | ||||
| 3.9000000000e+01    0.0000000000e+00    3.1640000000e+02    8.5450600000e-02    6.3835000000e-02     | ||||
| 4.0000000000e+01    0.0000000000e+00    3.1640000000e+02    1.0118500000e-01    6.3391100000e-02     | ||||
| 4.1000000000e+01    0.0000000000e+00    3.1640000000e+02    1.1875300000e-01    6.2927700000e-02     | ||||
| 4.2000000000e+01    0.0000000000e+00    3.1640000000e+02    1.3807200000e-01    6.2444000000e-02     | ||||
| 4.3000000000e+01    0.0000000000e+00    3.1640000000e+02    1.5658700000e-01    6.1939100000e-02     | ||||
| 4.4000000000e+01    0.0000000000e+00    3.1640000000e+02    1.7015800000e-01    6.1412000000e-02     | ||||
| 4.5000000000e+01    0.0000000000e+00    3.1640000000e+02    1.7465700000e-01    6.0861900000e-02     | ||||
| 4.6000000000e+01    0.0000000000e+00    3.1640000000e+02    1.6755200000e-01    6.0287400000e-02     | ||||
| 4.7000000000e+01    0.0000000000e+00    3.1640000000e+02    1.4926400000e-01    5.9687500000e-02     | ||||
| 4.8000000000e+01    0.0000000000e+00    3.1640000000e+02    1.2360700000e-01    5.9061000000e-02     | ||||
| 4.9000000000e+01    0.0000000000e+00    3.1640000000e+02    9.6406500000e-02    5.8406600000e-02     | ||||
| 5.0000000000e+01    0.0000000000e+00    3.1640000000e+02    7.2744100000e-02    5.7722800000e-02     | ||||
| 5.1000000000e+01    0.0000000000e+00    3.1640000000e+02    5.4865200000e-02    5.7008100000e-02     | ||||
| 5.2000000000e+01    0.0000000000e+00    3.1640000000e+02    4.2290900000e-02    5.6261000000e-02     | ||||
| 5.3000000000e+01    0.0000000000e+00    3.1640000000e+02    3.3519100000e-02    5.5479700000e-02     | ||||
| 5.4000000000e+01    0.0000000000e+00    3.1640000000e+02    2.7436500000e-02    5.4662300000e-02     | ||||
| 5.5000000000e+01    0.0000000000e+00    3.1640000000e+02    2.3505400000e-02    5.3807000000e-02     | ||||
| 5.6000000000e+01    0.0000000000e+00    3.1640000000e+02    2.1404000000e-02    5.2911800000e-02     | ||||
| 5.7000000000e+01    0.0000000000e+00    3.1640000000e+02    2.1001000000e-02    5.1973800000e-02     | ||||
| 5.8000000000e+01    0.0000000000e+00    3.1640000000e+02    2.2522100000e-02    5.0991300000e-02     | ||||
| 5.9000000000e+01    0.0000000000e+00    3.1640000000e+02    2.6249500000e-02    4.9961500000e-02     | ||||
| 6.0000000000e+01    0.0000000000e+00    3.1640000000e+02    3.1802200000e-02    4.8881600000e-02     | ||||
| 6.1000000000e+01    0.0000000000e+00    3.1640000000e+02    3.7829600000e-02    4.7748700000e-02     | ||||
| 6.2000000000e+01    0.0000000000e+00    3.1640000000e+02    4.2616800000e-02    4.6559700000e-02     | ||||
| 6.3000000000e+01    0.0000000000e+00    3.1640000000e+02    4.5045400000e-02    4.5311200000e-02     | ||||
| 6.4000000000e+01    0.0000000000e+00    3.1640000000e+02    4.4961000000e-02    4.3999900000e-02     | ||||
| 6.5000000000e+01    0.0000000000e+00    3.1640000000e+02    4.2731100000e-02    4.2621900000e-02     | ||||
| 6.6000000000e+01    0.0000000000e+00    3.1640000000e+02    3.8678300000e-02    4.1173500000e-02     | ||||
| 6.7000000000e+01    0.0000000000e+00    3.1640000000e+02    3.3068800000e-02    3.9650800000e-02     | ||||
| 6.8000000000e+01    0.0000000000e+00    3.1640000000e+02    2.6521300000e-02    3.8049500000e-02     | ||||
| 6.9000000000e+01    0.0000000000e+00    3.1640000000e+02    2.0146700000e-02    3.6365700000e-02     | ||||
| 7.0000000000e+01    0.0000000000e+00    3.1640000000e+02    1.5068400000e-02    3.4595300000e-02     | ||||
| After Width: | Height: | Size: 94 KiB | 
|  | @ -0,0 +1,210 @@ | |||
| # Data exported on 2025-07-03 17:57:01.969155 | ||||
| ################################################################################ | ||||
| # NOTES: | ||||
| #     | ||||
| ################################################################################ | ||||
| # PARAMETERS: | ||||
| # GlobalParameters: | ||||
| #       spectroscopy = PED  | ||||
| #       algorithm = inversion  | ||||
| #       polarization = None  | ||||
| #       dichroism = None  | ||||
| #       spinpol = False  | ||||
| #       folder = ./calc  | ||||
| # MuffintinParameters: | ||||
| #       charge_relaxation = True  | ||||
| #       ionicity = {}  | ||||
| #       relativistic_mode = non_relativistic  | ||||
| #       radius_overlapping = 0.0  | ||||
| #       interstitial_potential = 0.0 electron_volt | ||||
| #       hydrogen_radius = 0.9 angstrom | ||||
| # TMatrixParameters: | ||||
| #       potential = muffin_tin  | ||||
| #       exchange_correlation = hedin_lundqvist_complex  | ||||
| #       imaginery_part = 0.0  | ||||
| #       lmax_mode = true_ke  | ||||
| #       lmaxt = 19  | ||||
| #       tl_threshold = None  | ||||
| #       max_tl = None  | ||||
| # PEDParameters: | ||||
| #       level = 2p3/2  | ||||
| #       final_state = 2  | ||||
| #       spin_orbit = None  | ||||
| # SourceParameters: | ||||
| #       energy = 1253.6 electron_volt | ||||
| #       theta = -55.0 degree | ||||
| #       phi = 0.0 degree | ||||
| # DetectorParameters: | ||||
| #       angular_acceptance = 0.0 degree | ||||
| #       average_sampling = None  | ||||
| #       rotate = False  | ||||
| # ScanParameters: | ||||
| #       type = theta  | ||||
| #       theta = [-70.00 -69.00 -68.00 ... 68.00 69.00 70.00] degree | ||||
| #       phi = [0.00] degree | ||||
| #       kinetic_energy = 316.39999999999986 electron_volt | ||||
| #       ke_array = [316.40] electron_volt | ||||
| # CalculationParameters: | ||||
| #       RA_cutoff = 1  | ||||
| #       scattering_order = 3  | ||||
| #       renormalization_mode = None  | ||||
| #       renormalization_omega = (1+0j)  | ||||
| #       RA_cutoff_damping = 0  | ||||
| #       spin_flip = False  | ||||
| #       integrals = all  | ||||
| #       path_filtering = None  | ||||
| #       off_cone_events = 1  | ||||
| #       scattering_order_cutoff = 2  | ||||
| #       distance = 10.0 angstrom | ||||
| #       vibrational_damping = debye_waller  | ||||
| #       temperature = 293.0 kelvin | ||||
| #       debye_temperature = 420.0 kelvin | ||||
| #       use_debye_model = False  | ||||
| #       vibration_scaling = 1.2  | ||||
| #       basis_functions = spherical  | ||||
| #       cutoff_factor = 0.01  | ||||
| #       mean_free_path = SeahDench  | ||||
| ################################################################################ | ||||
| # DATA: | ||||
| # theta               phi                 energy              cross_section       direct_signal       cs2                  | ||||
| -7.0000000000e+01   0.0000000000e+00    3.1640000000e+02    1.6760400000e-02    3.4558400000e-02    1.4884900000e-02     | ||||
| -6.9000000000e+01   0.0000000000e+00    3.1640000000e+02    2.0208800000e-02    3.6326900000e-02    1.8701400000e-02     | ||||
| -6.8000000000e+01   0.0000000000e+00    3.1640000000e+02    2.5146700000e-02    3.8008900000e-02    2.3621600000e-02     | ||||
| -6.7000000000e+01   0.0000000000e+00    3.1640000000e+02    3.1090400000e-02    3.9608400000e-02    2.9263200000e-02     | ||||
| -6.6000000000e+01   0.0000000000e+00    3.1640000000e+02    3.7059700000e-02    4.1129600000e-02    3.4746900000e-02     | ||||
| -6.5000000000e+01   0.0000000000e+00    3.1640000000e+02    4.1600100000e-02    4.2576400000e-02    3.8782000000e-02     | ||||
| -6.4000000000e+01   0.0000000000e+00    3.1640000000e+02    4.3156800000e-02    4.3952800000e-02    4.0051800000e-02     | ||||
| -6.3000000000e+01   0.0000000000e+00    3.1640000000e+02    4.0828700000e-02    4.5262800000e-02    3.7829300000e-02     | ||||
| -6.2000000000e+01   0.0000000000e+00    3.1640000000e+02    3.5043300000e-02    4.6509900000e-02    3.2501200000e-02     | ||||
| -6.1000000000e+01   0.0000000000e+00    3.1640000000e+02    2.7554100000e-02    4.7697700000e-02    2.5592300000e-02     | ||||
| -6.0000000000e+01   0.0000000000e+00    3.1640000000e+02    2.0646600000e-02    4.8829300000e-02    1.9158000000e-02     | ||||
| -5.9000000000e+01   0.0000000000e+00    3.1640000000e+02    1.6104400000e-02    4.9908100000e-02    1.4894500000e-02     | ||||
| -5.8000000000e+01   0.0000000000e+00    3.1640000000e+02    1.4639300000e-02    5.0936800000e-02    1.3575700000e-02     | ||||
| -5.7000000000e+01   0.0000000000e+00    3.1640000000e+02    1.6055900000e-02    5.1918300000e-02    1.5162200000e-02     | ||||
| -5.6000000000e+01   0.0000000000e+00    3.1640000000e+02    1.9862200000e-02    5.2855100000e-02    1.9351600000e-02     | ||||
| -5.5000000000e+01   0.0000000000e+00    3.1640000000e+02    2.5815700000e-02    5.3749500000e-02    2.5996400000e-02     | ||||
| -5.4000000000e+01   0.0000000000e+00    3.1640000000e+02    3.4052800000e-02    5.4603900000e-02    3.5072100000e-02     | ||||
| -5.3000000000e+01   0.0000000000e+00    3.1640000000e+02    4.4825800000e-02    5.5420400000e-02    4.6437600000e-02     | ||||
| -5.2000000000e+01   0.0000000000e+00    3.1640000000e+02    5.8239200000e-02    5.6200900000e-02    5.9850800000e-02     | ||||
| -5.1000000000e+01   0.0000000000e+00    3.1640000000e+02    7.4350600000e-02    5.6947200000e-02    7.5305200000e-02     | ||||
| -5.0000000000e+01   0.0000000000e+00    3.1640000000e+02    9.3401700000e-02    5.7661100000e-02    9.3174100000e-02     | ||||
| -4.9000000000e+01   0.0000000000e+00    3.1640000000e+02    1.1542300000e-01    5.8344100000e-02    1.1362800000e-01     | ||||
| -4.8000000000e+01   0.0000000000e+00    3.1640000000e+02    1.3900500000e-01    5.8997900000e-02    1.3553800000e-01     | ||||
| -4.7000000000e+01   0.0000000000e+00    3.1640000000e+02    1.6039800000e-01    5.9623700000e-02    1.5581900000e-01     | ||||
| -4.6000000000e+01   0.0000000000e+00    3.1640000000e+02    1.7444000000e-01    6.0222900000e-02    1.7011200000e-01     | ||||
| -4.5000000000e+01   0.0000000000e+00    3.1640000000e+02    1.7719200000e-01    6.0796800000e-02    1.7466500000e-01     | ||||
| -4.4000000000e+01   0.0000000000e+00    3.1640000000e+02    1.6813000000e-01    6.1346400000e-02    1.6825800000e-01     | ||||
| -4.3000000000e+01   0.0000000000e+00    3.1640000000e+02    1.5010300000e-01    6.1872900000e-02    1.5292800000e-01     | ||||
| -4.2000000000e+01   0.0000000000e+00    3.1640000000e+02    1.2752500000e-01    6.2377200000e-02    1.3295000000e-01     | ||||
| -4.1000000000e+01   0.0000000000e+00    3.1640000000e+02    1.0459900000e-01    6.2860400000e-02    1.1262900000e-01     | ||||
| -4.0000000000e+01   0.0000000000e+00    3.1640000000e+02    8.4260300000e-02    6.3323300000e-02    9.4173900000e-02     | ||||
| -3.9000000000e+01   0.0000000000e+00    3.1640000000e+02    6.7429000000e-02    6.3766700000e-02    7.7119700000e-02     | ||||
| -3.8000000000e+01   0.0000000000e+00    3.1640000000e+02    5.2935600000e-02    6.4191400000e-02    5.9922400000e-02     | ||||
| -3.7000000000e+01   0.0000000000e+00    3.1640000000e+02    3.9230600000e-02    6.4598300000e-02    4.2622200000e-02     | ||||
| -3.6000000000e+01   0.0000000000e+00    3.1640000000e+02    2.7100800000e-02    6.4987800000e-02    2.8146000000e-02     | ||||
| -3.5000000000e+01   0.0000000000e+00    3.1640000000e+02    2.0278100000e-02    6.5360800000e-02    2.0695600000e-02     | ||||
| -3.4000000000e+01   0.0000000000e+00    3.1640000000e+02    2.2352600000e-02    6.5717800000e-02    2.2492000000e-02     | ||||
| -3.3000000000e+01   0.0000000000e+00    3.1640000000e+02    3.2964100000e-02    6.6059500000e-02    3.1984800000e-02     | ||||
| -3.2000000000e+01   0.0000000000e+00    3.1640000000e+02    4.7633000000e-02    6.6386200000e-02    4.5134500000e-02     | ||||
| -3.1000000000e+01   0.0000000000e+00    3.1640000000e+02    6.1373400000e-02    6.6698600000e-02    5.8169800000e-02     | ||||
| -3.0000000000e+01   0.0000000000e+00    3.1640000000e+02    7.1851500000e-02    6.6997100000e-02    6.9077500000e-02     | ||||
| -2.9000000000e+01   0.0000000000e+00    3.1640000000e+02    7.9101800000e-02    6.7282100000e-02    7.7083800000e-02     | ||||
| -2.8000000000e+01   0.0000000000e+00    3.1640000000e+02    8.3411500000e-02    6.7554200000e-02    8.1642500000e-02     | ||||
| -2.7000000000e+01   0.0000000000e+00    3.1640000000e+02    8.4463400000e-02    6.7813600000e-02    8.2265500000e-02     | ||||
| -2.6000000000e+01   0.0000000000e+00    3.1640000000e+02    8.2101700000e-02    6.8060900000e-02    7.8917800000e-02     | ||||
| -2.5000000000e+01   0.0000000000e+00    3.1640000000e+02    7.6907700000e-02    6.8296200000e-02    7.2148400000e-02     | ||||
| -2.4000000000e+01   0.0000000000e+00    3.1640000000e+02    6.9818600000e-02    6.8520000000e-02    6.2888700000e-02     | ||||
| -2.3000000000e+01   0.0000000000e+00    3.1640000000e+02    6.1665900000e-02    6.8732500000e-02    5.2304700000e-02     | ||||
| -2.2000000000e+01   0.0000000000e+00    3.1640000000e+02    5.3215100000e-02    6.8934100000e-02    4.1706800000e-02     | ||||
| -2.1000000000e+01   0.0000000000e+00    3.1640000000e+02    4.5291200000e-02    6.9125000000e-02    3.2328400000e-02     | ||||
| -2.0000000000e+01   0.0000000000e+00    3.1640000000e+02    3.8678100000e-02    6.9305400000e-02    2.5089300000e-02     | ||||
| -1.9000000000e+01   0.0000000000e+00    3.1640000000e+02    3.4035500000e-02    6.9475700000e-02    2.0551700000e-02     | ||||
| -1.8000000000e+01   0.0000000000e+00    3.1640000000e+02    3.1886500000e-02    6.9636000000e-02    1.8965500000e-02     | ||||
| -1.7000000000e+01   0.0000000000e+00    3.1640000000e+02    3.2478600000e-02    6.9786500000e-02    2.0312300000e-02     | ||||
| -1.6000000000e+01   0.0000000000e+00    3.1640000000e+02    3.5725600000e-02    6.9927500000e-02    2.4534700000e-02     | ||||
| -1.5000000000e+01   0.0000000000e+00    3.1640000000e+02    4.1561700000e-02    7.0059000000e-02    3.1907900000e-02     | ||||
| -1.4000000000e+01   0.0000000000e+00    3.1640000000e+02    5.0280800000e-02    7.0181400000e-02    4.2942200000e-02     | ||||
| -1.3000000000e+01   0.0000000000e+00    3.1640000000e+02    6.2111400000e-02    7.0294700000e-02    5.7530800000e-02     | ||||
| -1.2000000000e+01   0.0000000000e+00    3.1640000000e+02    7.6376600000e-02    7.0399000000e-02    7.4226700000e-02     | ||||
| -1.1000000000e+01   0.0000000000e+00    3.1640000000e+02    9.1502100000e-02    7.0494500000e-02    9.0752700000e-02     | ||||
| -1.0000000000e+01   0.0000000000e+00    3.1640000000e+02    1.0611500000e-01    7.0581400000e-02    1.0539500000e-01     | ||||
| -9.0000000000e+00   0.0000000000e+00    3.1640000000e+02    1.1982900000e-01    7.0659700000e-02    1.1768500000e-01     | ||||
| -8.0000000000e+00   0.0000000000e+00    3.1640000000e+02    1.3263000000e-01    7.0729400000e-02    1.2768900000e-01     | ||||
| -7.0000000000e+00   0.0000000000e+00    3.1640000000e+02    1.4376100000e-01    7.0790800000e-02    1.3502600000e-01     | ||||
| -6.0000000000e+00   0.0000000000e+00    3.1640000000e+02    1.5170200000e-01    7.0843800000e-02    1.3901200000e-01     | ||||
| -5.0000000000e+00   0.0000000000e+00    3.1640000000e+02    1.5530500000e-01    7.0888600000e-02    1.3958800000e-01     | ||||
| -4.0000000000e+00   0.0000000000e+00    3.1640000000e+02    1.5461700000e-01    7.0925200000e-02    1.3765400000e-01     | ||||
| -3.0000000000e+00   0.0000000000e+00    3.1640000000e+02    1.5051100000e-01    7.0953600000e-02    1.3429700000e-01     | ||||
| -2.0000000000e+00   0.0000000000e+00    3.1640000000e+02    1.4395000000e-01    7.0973800000e-02    1.2998600000e-01     | ||||
| -1.0000000000e+00   0.0000000000e+00    3.1640000000e+02    1.3584600000e-01    7.0986000000e-02    1.2469100000e-01     | ||||
| 0.0000000000e+00    0.0000000000e+00    3.1640000000e+02    1.2739100000e-01    7.0990000000e-02    1.1862100000e-01     | ||||
| 1.0000000000e+00    0.0000000000e+00    3.1640000000e+02    1.2009000000e-01    7.0986000000e-02    1.1266700000e-01     | ||||
| 2.0000000000e+00    0.0000000000e+00    3.1640000000e+02    1.1532100000e-01    7.0973900000e-02    1.0822700000e-01     | ||||
| 3.0000000000e+00    0.0000000000e+00    3.1640000000e+02    1.1388700000e-01    7.0953600000e-02    1.0673400000e-01     | ||||
| 4.0000000000e+00    0.0000000000e+00    3.1640000000e+02    1.1567400000e-01    7.0925200000e-02    1.0899000000e-01     | ||||
| 5.0000000000e+00    0.0000000000e+00    3.1640000000e+02    1.1927500000e-01    7.0888600000e-02    1.1431500000e-01     | ||||
| 6.0000000000e+00    0.0000000000e+00    3.1640000000e+02    1.2193600000e-01    7.0843900000e-02    1.2010700000e-01     | ||||
| 7.0000000000e+00    0.0000000000e+00    3.1640000000e+02    1.2063000000e-01    7.0790800000e-02    1.2277900000e-01     | ||||
| 8.0000000000e+00    0.0000000000e+00    3.1640000000e+02    1.1411300000e-01    7.0729400000e-02    1.1998700000e-01     | ||||
| 9.0000000000e+00    0.0000000000e+00    3.1640000000e+02    1.0421700000e-01    7.0659700000e-02    1.1229000000e-01     | ||||
| 1.0000000000e+01    0.0000000000e+00    3.1640000000e+02    9.4735100000e-02    7.0581500000e-02    1.0244600000e-01     | ||||
| 1.1000000000e+01    0.0000000000e+00    3.1640000000e+02    8.8433900000e-02    7.0494600000e-02    9.2809000000e-02     | ||||
| 1.2000000000e+01    0.0000000000e+00    3.1640000000e+02    8.4840400000e-02    7.0399100000e-02    8.3429200000e-02     | ||||
| 1.3000000000e+01    0.0000000000e+00    3.1640000000e+02    8.0863800000e-02    7.0294800000e-02    7.2723000000e-02     | ||||
| 1.4000000000e+01    0.0000000000e+00    3.1640000000e+02    7.3613000000e-02    7.0181500000e-02    5.9779700000e-02     | ||||
| 1.5000000000e+01    0.0000000000e+00    3.1640000000e+02    6.2809600000e-02    7.0059100000e-02    4.5768300000e-02     | ||||
| 1.6000000000e+01    0.0000000000e+00    3.1640000000e+02    5.0911600000e-02    6.9927600000e-02    3.3243000000e-02     | ||||
| 1.7000000000e+01    0.0000000000e+00    3.1640000000e+02    4.1320400000e-02    6.9786600000e-02    2.4474200000e-02     | ||||
| 1.8000000000e+01    0.0000000000e+00    3.1640000000e+02    3.6455600000e-02    6.9636100000e-02    2.0517200000e-02     | ||||
| 1.9000000000e+01    0.0000000000e+00    3.1640000000e+02    3.7033700000e-02    6.9475800000e-02    2.1424200000e-02     | ||||
| 2.0000000000e+01    0.0000000000e+00    3.1640000000e+02    4.2492800000e-02    6.9305500000e-02    2.6791000000e-02     | ||||
| 2.1000000000e+01    0.0000000000e+00    3.1640000000e+02    5.1647100000e-02    6.9125100000e-02    3.5923200000e-02     | ||||
| 2.2000000000e+01    0.0000000000e+00    3.1640000000e+02    6.2886800000e-02    6.8934200000e-02    4.7624000000e-02     | ||||
| 2.3000000000e+01    0.0000000000e+00    3.1640000000e+02    7.4073200000e-02    6.8732600000e-02    5.9992500000e-02     | ||||
| 2.4000000000e+01    0.0000000000e+00    3.1640000000e+02    8.2704900000e-02    6.8520100000e-02    7.0568300000e-02     | ||||
| 2.5000000000e+01    0.0000000000e+00    3.1640000000e+02    8.6561800000e-02    6.8296300000e-02    7.6929400000e-02     | ||||
| 2.6000000000e+01    0.0000000000e+00    3.1640000000e+02    8.4438500000e-02    6.8061000000e-02    7.7519500000e-02     | ||||
| 2.7000000000e+01    0.0000000000e+00    3.1640000000e+02    7.6565400000e-02    6.7813800000e-02    7.2253600000e-02     | ||||
| 2.8000000000e+01    0.0000000000e+00    3.1640000000e+02    6.4661600000e-02    6.7554300000e-02    6.2580200000e-02     | ||||
| 2.9000000000e+01    0.0000000000e+00    3.1640000000e+02    5.1546500000e-02    6.7282300000e-02    5.0979000000e-02     | ||||
| 3.0000000000e+01    0.0000000000e+00    3.1640000000e+02    4.0068000000e-02    6.6997200000e-02    4.0040700000e-02     | ||||
| 3.1000000000e+01    0.0000000000e+00    3.1640000000e+02    3.1739900000e-02    6.6698700000e-02    3.1470300000e-02     | ||||
| 3.2000000000e+01    0.0000000000e+00    3.1640000000e+02    2.6399800000e-02    6.6386300000e-02    2.5727300000e-02     | ||||
| 3.3000000000e+01    0.0000000000e+00    3.1640000000e+02    2.3543900000e-02    6.6059600000e-02    2.2798400000e-02     | ||||
| 3.4000000000e+01    0.0000000000e+00    3.1640000000e+02    2.3840800000e-02    6.5718000000e-02    2.3367900000e-02     | ||||
| 3.5000000000e+01    0.0000000000e+00    3.1640000000e+02    2.8693300000e-02    6.5361000000e-02    2.8807900000e-02     | ||||
| 3.6000000000e+01    0.0000000000e+00    3.1640000000e+02    3.8208100000e-02    6.4988000000e-02    3.9636800000e-02     | ||||
| 3.7000000000e+01    0.0000000000e+00    3.1640000000e+02    5.0387600000e-02    6.4598400000e-02    5.4290100000e-02     | ||||
| 3.8000000000e+01    0.0000000000e+00    3.1640000000e+02    6.2968200000e-02    6.4191600000e-02    7.0062800000e-02     | ||||
| 3.9000000000e+01    0.0000000000e+00    3.1640000000e+02    7.5722400000e-02    6.3766800000e-02    8.5450600000e-02     | ||||
| 4.0000000000e+01    0.0000000000e+00    3.1640000000e+02    9.0316100000e-02    6.3323400000e-02    1.0118500000e-01     | ||||
| 4.1000000000e+01    0.0000000000e+00    3.1640000000e+02    1.0803200000e-01    6.2860500000e-02    1.1875300000e-01     | ||||
| 4.2000000000e+01    0.0000000000e+00    3.1640000000e+02    1.2809400000e-01    6.2377400000e-02    1.3807200000e-01     | ||||
| 4.3000000000e+01    0.0000000000e+00    3.1640000000e+02    1.4786700000e-01    6.1873000000e-02    1.5658700000e-01     | ||||
| 4.4000000000e+01    0.0000000000e+00    3.1640000000e+02    1.6367300000e-01    6.1346500000e-02    1.7015800000e-01     | ||||
| 4.5000000000e+01    0.0000000000e+00    3.1640000000e+02    1.7133700000e-01    6.0796900000e-02    1.7465700000e-01     | ||||
| 4.6000000000e+01    0.0000000000e+00    3.1640000000e+02    1.6731300000e-01    6.0223000000e-02    1.6755200000e-01     | ||||
| 4.7000000000e+01    0.0000000000e+00    3.1640000000e+02    1.5088100000e-01    5.9623800000e-02    1.4926400000e-01     | ||||
| 4.8000000000e+01    0.0000000000e+00    3.1640000000e+02    1.2555800000e-01    5.8998000000e-02    1.2360700000e-01     | ||||
| 4.9000000000e+01    0.0000000000e+00    3.1640000000e+02    9.7682100000e-02    5.8344200000e-02    9.6406500000e-02     | ||||
| 5.0000000000e+01    0.0000000000e+00    3.1640000000e+02    7.2951800000e-02    5.7661100000e-02    7.2744100000e-02     | ||||
| 5.1000000000e+01    0.0000000000e+00    3.1640000000e+02    5.4007700000e-02    5.6947300000e-02    5.4865200000e-02     | ||||
| 5.2000000000e+01    0.0000000000e+00    3.1640000000e+02    4.0739100000e-02    5.6200900000e-02    4.2290900000e-02     | ||||
| 5.3000000000e+01    0.0000000000e+00    3.1640000000e+02    3.2023500000e-02    5.5420500000e-02    3.3519100000e-02     | ||||
| 5.4000000000e+01    0.0000000000e+00    3.1640000000e+02    2.6810600000e-02    5.4604000000e-02    2.7436500000e-02     | ||||
| 5.5000000000e+01    0.0000000000e+00    3.1640000000e+02    2.4164800000e-02    5.3749600000e-02    2.3505400000e-02     | ||||
| 5.6000000000e+01    0.0000000000e+00    3.1640000000e+02    2.3246600000e-02    5.2855300000e-02    2.1404000000e-02     | ||||
| 5.7000000000e+01    0.0000000000e+00    3.1640000000e+02    2.3675500000e-02    5.1918400000e-02    2.1001000000e-02     | ||||
| 5.8000000000e+01    0.0000000000e+00    3.1640000000e+02    2.5681900000e-02    5.0936900000e-02    2.2522100000e-02     | ||||
| 5.9000000000e+01    0.0000000000e+00    3.1640000000e+02    2.9598300000e-02    4.9908100000e-02    2.6249500000e-02     | ||||
| 6.0000000000e+01    0.0000000000e+00    3.1640000000e+02    3.5130400000e-02    4.8829400000e-02    3.1802200000e-02     | ||||
| 6.1000000000e+01    0.0000000000e+00    3.1640000000e+02    4.1130700000e-02    4.7697700000e-02    3.7829600000e-02     | ||||
| 6.2000000000e+01    0.0000000000e+00    3.1640000000e+02    4.6016100000e-02    4.6510000000e-02    4.2616800000e-02     | ||||
| 6.3000000000e+01    0.0000000000e+00    3.1640000000e+02    4.8428800000e-02    4.5262800000e-02    4.5045400000e-02     | ||||
| 6.4000000000e+01    0.0000000000e+00    3.1640000000e+02    4.7725800000e-02    4.3952900000e-02    4.4961000000e-02     | ||||
| 6.5000000000e+01    0.0000000000e+00    3.1640000000e+02    4.4133700000e-02    4.2576400000e-02    4.2731100000e-02     | ||||
| 6.6000000000e+01    0.0000000000e+00    3.1640000000e+02    3.8549700000e-02    4.1129600000e-02    3.8678300000e-02     | ||||
| 6.7000000000e+01    0.0000000000e+00    3.1640000000e+02    3.2114400000e-02    3.9608500000e-02    3.3068800000e-02     | ||||
| 6.8000000000e+01    0.0000000000e+00    3.1640000000e+02    2.5826800000e-02    3.8008900000e-02    2.6521300000e-02     | ||||
| 6.9000000000e+01    0.0000000000e+00    3.1640000000e+02    2.0409500000e-02    3.6326900000e-02    2.0146700000e-02     | ||||
| 7.0000000000e+01    0.0000000000e+00    3.1640000000e+02    1.6335600000e-02    3.4558400000e-02    1.5068400000e-02     | ||||
| After Width: | Height: | Size: 73 KiB | 
|  | @ -0,0 +1,210 @@ | |||
| # Data exported on 2025-07-03 17:57:02.077608 | ||||
| ################################################################################ | ||||
| # NOTES: | ||||
| #     | ||||
| ################################################################################ | ||||
| # PARAMETERS: | ||||
| # GlobalParameters: | ||||
| #       spectroscopy = PED  | ||||
| #       algorithm = inversion  | ||||
| #       polarization = None  | ||||
| #       dichroism = None  | ||||
| #       spinpol = False  | ||||
| #       folder = ./calc  | ||||
| # MuffintinParameters: | ||||
| #       charge_relaxation = True  | ||||
| #       ionicity = {}  | ||||
| #       relativistic_mode = non_relativistic  | ||||
| #       radius_overlapping = 0.0  | ||||
| #       interstitial_potential = 0.0 electron_volt | ||||
| #       hydrogen_radius = 0.9 angstrom | ||||
| # TMatrixParameters: | ||||
| #       potential = muffin_tin  | ||||
| #       exchange_correlation = hedin_lundqvist_complex  | ||||
| #       imaginery_part = 0.0  | ||||
| #       lmax_mode = true_ke  | ||||
| #       lmaxt = 19  | ||||
| #       tl_threshold = None  | ||||
| #       max_tl = None  | ||||
| # PEDParameters: | ||||
| #       level = 2p3/2  | ||||
| #       final_state = 2  | ||||
| #       spin_orbit = None  | ||||
| # SourceParameters: | ||||
| #       energy = 1253.6 electron_volt | ||||
| #       theta = -55.0 degree | ||||
| #       phi = 0.0 degree | ||||
| # DetectorParameters: | ||||
| #       angular_acceptance = 0.0 degree | ||||
| #       average_sampling = None  | ||||
| #       rotate = False  | ||||
| # ScanParameters: | ||||
| #       type = theta  | ||||
| #       theta = [-70.00 -69.00 -68.00 ... 68.00 69.00 70.00] degree | ||||
| #       phi = [0.00] degree | ||||
| #       kinetic_energy = 316.39999999999986 electron_volt | ||||
| #       ke_array = [316.40] electron_volt | ||||
| # CalculationParameters: | ||||
| #       RA_cutoff = 1  | ||||
| #       scattering_order = 3  | ||||
| #       renormalization_mode = None  | ||||
| #       renormalization_omega = (1+0j)  | ||||
| #       RA_cutoff_damping = 0  | ||||
| #       spin_flip = False  | ||||
| #       integrals = all  | ||||
| #       path_filtering = None  | ||||
| #       off_cone_events = 1  | ||||
| #       scattering_order_cutoff = 2  | ||||
| #       distance = 10.0 angstrom | ||||
| #       vibrational_damping = debye_waller  | ||||
| #       temperature = 293.0 kelvin | ||||
| #       debye_temperature = 420.0 kelvin | ||||
| #       use_debye_model = False  | ||||
| #       vibration_scaling = 1.2  | ||||
| #       basis_functions = spherical  | ||||
| #       cutoff_factor = 0.01  | ||||
| #       mean_free_path = SeahDench  | ||||
| ################################################################################ | ||||
| # DATA: | ||||
| # theta               phi                 energy              cross_section       direct_signal        | ||||
| -7.0000000000e+01   0.0000000000e+00    3.1640000000e+02    1.4884900000e-02    3.4595300000e-02     | ||||
| -6.9000000000e+01   0.0000000000e+00    3.1640000000e+02    1.8701400000e-02    3.6365700000e-02     | ||||
| -6.8000000000e+01   0.0000000000e+00    3.1640000000e+02    2.3621600000e-02    3.8049500000e-02     | ||||
| -6.7000000000e+01   0.0000000000e+00    3.1640000000e+02    2.9263200000e-02    3.9650700000e-02     | ||||
| -6.6000000000e+01   0.0000000000e+00    3.1640000000e+02    3.4746900000e-02    4.1173500000e-02     | ||||
| -6.5000000000e+01   0.0000000000e+00    3.1640000000e+02    3.8782000000e-02    4.2621900000e-02     | ||||
| -6.4000000000e+01   0.0000000000e+00    3.1640000000e+02    4.0051800000e-02    4.3999800000e-02     | ||||
| -6.3000000000e+01   0.0000000000e+00    3.1640000000e+02    3.7829300000e-02    4.5311100000e-02     | ||||
| -6.2000000000e+01   0.0000000000e+00    3.1640000000e+02    3.2501200000e-02    4.6559600000e-02     | ||||
| -6.1000000000e+01   0.0000000000e+00    3.1640000000e+02    2.5592300000e-02    4.7748600000e-02     | ||||
| -6.0000000000e+01   0.0000000000e+00    3.1640000000e+02    1.9158000000e-02    4.8881500000e-02     | ||||
| -5.9000000000e+01   0.0000000000e+00    3.1640000000e+02    1.4894500000e-02    4.9961400000e-02     | ||||
| -5.8000000000e+01   0.0000000000e+00    3.1640000000e+02    1.3575700000e-02    5.0991300000e-02     | ||||
| -5.7000000000e+01   0.0000000000e+00    3.1640000000e+02    1.5162200000e-02    5.1973800000e-02     | ||||
| -5.6000000000e+01   0.0000000000e+00    3.1640000000e+02    1.9351600000e-02    5.2911500000e-02     | ||||
| -5.5000000000e+01   0.0000000000e+00    3.1640000000e+02    2.5996400000e-02    5.3806900000e-02     | ||||
| -5.4000000000e+01   0.0000000000e+00    3.1640000000e+02    3.5072100000e-02    5.4662300000e-02     | ||||
| -5.3000000000e+01   0.0000000000e+00    3.1640000000e+02    4.6437600000e-02    5.5479600000e-02     | ||||
| -5.2000000000e+01   0.0000000000e+00    3.1640000000e+02    5.9850800000e-02    5.6260900000e-02     | ||||
| -5.1000000000e+01   0.0000000000e+00    3.1640000000e+02    7.5305200000e-02    5.7008000000e-02     | ||||
| -5.0000000000e+01   0.0000000000e+00    3.1640000000e+02    9.3174100000e-02    5.7722700000e-02     | ||||
| -4.9000000000e+01   0.0000000000e+00    3.1640000000e+02    1.1362800000e-01    5.8406400000e-02     | ||||
| -4.8000000000e+01   0.0000000000e+00    3.1640000000e+02    1.3553800000e-01    5.9060900000e-02     | ||||
| -4.7000000000e+01   0.0000000000e+00    3.1640000000e+02    1.5581900000e-01    5.9687400000e-02     | ||||
| -4.6000000000e+01   0.0000000000e+00    3.1640000000e+02    1.7011200000e-01    6.0287300000e-02     | ||||
| -4.5000000000e+01   0.0000000000e+00    3.1640000000e+02    1.7466500000e-01    6.0861700000e-02     | ||||
| -4.4000000000e+01   0.0000000000e+00    3.1640000000e+02    1.6825800000e-01    6.1411900000e-02     | ||||
| -4.3000000000e+01   0.0000000000e+00    3.1640000000e+02    1.5292800000e-01    6.1939000000e-02     | ||||
| -4.2000000000e+01   0.0000000000e+00    3.1640000000e+02    1.3295000000e-01    6.2443900000e-02     | ||||
| -4.1000000000e+01   0.0000000000e+00    3.1640000000e+02    1.1262900000e-01    6.2927600000e-02     | ||||
| -4.0000000000e+01   0.0000000000e+00    3.1640000000e+02    9.4173900000e-02    6.3390900000e-02     | ||||
| -3.9000000000e+01   0.0000000000e+00    3.1640000000e+02    7.7119700000e-02    6.3834800000e-02     | ||||
| -3.8000000000e+01   0.0000000000e+00    3.1640000000e+02    5.9922400000e-02    6.4260000000e-02     | ||||
| -3.7000000000e+01   0.0000000000e+00    3.1640000000e+02    4.2622200000e-02    6.4667300000e-02     | ||||
| -3.6000000000e+01   0.0000000000e+00    3.1640000000e+02    2.8146000000e-02    6.5057300000e-02     | ||||
| -3.5000000000e+01   0.0000000000e+00    3.1640000000e+02    2.0695600000e-02    6.5430700000e-02     | ||||
| -3.4000000000e+01   0.0000000000e+00    3.1640000000e+02    2.2492000000e-02    6.5788100000e-02     | ||||
| -3.3000000000e+01   0.0000000000e+00    3.1640000000e+02    3.1984800000e-02    6.6130000000e-02     | ||||
| -3.2000000000e+01   0.0000000000e+00    3.1640000000e+02    4.5134500000e-02    6.6457100000e-02     | ||||
| -3.1000000000e+01   0.0000000000e+00    3.1640000000e+02    5.8169800000e-02    6.6769800000e-02     | ||||
| -3.0000000000e+01   0.0000000000e+00    3.1640000000e+02    6.9077500000e-02    6.7068700000e-02     | ||||
| -2.9000000000e+01   0.0000000000e+00    3.1640000000e+02    7.7083800000e-02    6.7354000000e-02     | ||||
| -2.8000000000e+01   0.0000000000e+00    3.1640000000e+02    8.1642500000e-02    6.7626400000e-02     | ||||
| -2.7000000000e+01   0.0000000000e+00    3.1640000000e+02    8.2265500000e-02    6.7886100000e-02     | ||||
| -2.6000000000e+01   0.0000000000e+00    3.1640000000e+02    7.8917800000e-02    6.8133600000e-02     | ||||
| -2.5000000000e+01   0.0000000000e+00    3.1640000000e+02    7.2148400000e-02    6.8369200000e-02     | ||||
| -2.4000000000e+01   0.0000000000e+00    3.1640000000e+02    6.2888700000e-02    6.8593200000e-02     | ||||
| -2.3000000000e+01   0.0000000000e+00    3.1640000000e+02    5.2304700000e-02    6.8805900000e-02     | ||||
| -2.2000000000e+01   0.0000000000e+00    3.1640000000e+02    4.1706800000e-02    6.9007700000e-02     | ||||
| -2.1000000000e+01   0.0000000000e+00    3.1640000000e+02    3.2328400000e-02    6.9198800000e-02     | ||||
| -2.0000000000e+01   0.0000000000e+00    3.1640000000e+02    2.5089300000e-02    6.9379500000e-02     | ||||
| -1.9000000000e+01   0.0000000000e+00    3.1640000000e+02    2.0551700000e-02    6.9549900000e-02     | ||||
| -1.8000000000e+01   0.0000000000e+00    3.1640000000e+02    1.8965500000e-02    6.9710400000e-02     | ||||
| -1.7000000000e+01   0.0000000000e+00    3.1640000000e+02    2.0312300000e-02    6.9861100000e-02     | ||||
| -1.6000000000e+01   0.0000000000e+00    3.1640000000e+02    2.4534700000e-02    7.0002200000e-02     | ||||
| -1.5000000000e+01   0.0000000000e+00    3.1640000000e+02    3.1907900000e-02    7.0133900000e-02     | ||||
| -1.4000000000e+01   0.0000000000e+00    3.1640000000e+02    4.2942200000e-02    7.0256400000e-02     | ||||
| -1.3000000000e+01   0.0000000000e+00    3.1640000000e+02    5.7530800000e-02    7.0369800000e-02     | ||||
| -1.2000000000e+01   0.0000000000e+00    3.1640000000e+02    7.4226700000e-02    7.0474200000e-02     | ||||
| -1.1000000000e+01   0.0000000000e+00    3.1640000000e+02    9.0752700000e-02    7.0569900000e-02     | ||||
| -1.0000000000e+01   0.0000000000e+00    3.1640000000e+02    1.0539500000e-01    7.0656800000e-02     | ||||
| -9.0000000000e+00   0.0000000000e+00    3.1640000000e+02    1.1768500000e-01    7.0735100000e-02     | ||||
| -8.0000000000e+00   0.0000000000e+00    3.1640000000e+02    1.2768900000e-01    7.0805000000e-02     | ||||
| -7.0000000000e+00   0.0000000000e+00    3.1640000000e+02    1.3502600000e-01    7.0866400000e-02     | ||||
| -6.0000000000e+00   0.0000000000e+00    3.1640000000e+02    1.3901200000e-01    7.0919500000e-02     | ||||
| -5.0000000000e+00   0.0000000000e+00    3.1640000000e+02    1.3958800000e-01    7.0964400000e-02     | ||||
| -4.0000000000e+00   0.0000000000e+00    3.1640000000e+02    1.3765400000e-01    7.1001000000e-02     | ||||
| -3.0000000000e+00   0.0000000000e+00    3.1640000000e+02    1.3429700000e-01    7.1029400000e-02     | ||||
| -2.0000000000e+00   0.0000000000e+00    3.1640000000e+02    1.2998600000e-01    7.1049600000e-02     | ||||
| -1.0000000000e+00   0.0000000000e+00    3.1640000000e+02    1.2469100000e-01    7.1061800000e-02     | ||||
| 0.0000000000e+00    0.0000000000e+00    3.1640000000e+02    1.1862100000e-01    7.1065900000e-02     | ||||
| 1.0000000000e+00    0.0000000000e+00    3.1640000000e+02    1.1266700000e-01    7.1061900000e-02     | ||||
| 2.0000000000e+00    0.0000000000e+00    3.1640000000e+02    1.0822700000e-01    7.1049700000e-02     | ||||
| 3.0000000000e+00    0.0000000000e+00    3.1640000000e+02    1.0673400000e-01    7.1029400000e-02     | ||||
| 4.0000000000e+00    0.0000000000e+00    3.1640000000e+02    1.0899000000e-01    7.1001000000e-02     | ||||
| 5.0000000000e+00    0.0000000000e+00    3.1640000000e+02    1.1431500000e-01    7.0964400000e-02     | ||||
| 6.0000000000e+00    0.0000000000e+00    3.1640000000e+02    1.2010700000e-01    7.0919600000e-02     | ||||
| 7.0000000000e+00    0.0000000000e+00    3.1640000000e+02    1.2277900000e-01    7.0866500000e-02     | ||||
| 8.0000000000e+00    0.0000000000e+00    3.1640000000e+02    1.1998700000e-01    7.0805000000e-02     | ||||
| 9.0000000000e+00    0.0000000000e+00    3.1640000000e+02    1.1229000000e-01    7.0735200000e-02     | ||||
| 1.0000000000e+01    0.0000000000e+00    3.1640000000e+02    1.0244600000e-01    7.0656900000e-02     | ||||
| 1.1000000000e+01    0.0000000000e+00    3.1640000000e+02    9.2809000000e-02    7.0569900000e-02     | ||||
| 1.2000000000e+01    0.0000000000e+00    3.1640000000e+02    8.3429200000e-02    7.0474300000e-02     | ||||
| 1.3000000000e+01    0.0000000000e+00    3.1640000000e+02    7.2723000000e-02    7.0369900000e-02     | ||||
| 1.4000000000e+01    0.0000000000e+00    3.1640000000e+02    5.9779700000e-02    7.0256500000e-02     | ||||
| 1.5000000000e+01    0.0000000000e+00    3.1640000000e+02    4.5768300000e-02    7.0134000000e-02     | ||||
| 1.6000000000e+01    0.0000000000e+00    3.1640000000e+02    3.3243000000e-02    7.0002300000e-02     | ||||
| 1.7000000000e+01    0.0000000000e+00    3.1640000000e+02    2.4474200000e-02    6.9861200000e-02     | ||||
| 1.8000000000e+01    0.0000000000e+00    3.1640000000e+02    2.0517200000e-02    6.9710500000e-02     | ||||
| 1.9000000000e+01    0.0000000000e+00    3.1640000000e+02    2.1424200000e-02    6.9550100000e-02     | ||||
| 2.0000000000e+01    0.0000000000e+00    3.1640000000e+02    2.6791000000e-02    6.9379600000e-02     | ||||
| 2.1000000000e+01    0.0000000000e+00    3.1640000000e+02    3.5923200000e-02    6.9199000000e-02     | ||||
| 2.2000000000e+01    0.0000000000e+00    3.1640000000e+02    4.7624000000e-02    6.9007900000e-02     | ||||
| 2.3000000000e+01    0.0000000000e+00    3.1640000000e+02    5.9992500000e-02    6.8806100000e-02     | ||||
| 2.4000000000e+01    0.0000000000e+00    3.1640000000e+02    7.0568300000e-02    6.8593300000e-02     | ||||
| 2.5000000000e+01    0.0000000000e+00    3.1640000000e+02    7.6929400000e-02    6.8369300000e-02     | ||||
| 2.6000000000e+01    0.0000000000e+00    3.1640000000e+02    7.7519500000e-02    6.8133700000e-02     | ||||
| 2.7000000000e+01    0.0000000000e+00    3.1640000000e+02    7.2253600000e-02    6.7886300000e-02     | ||||
| 2.8000000000e+01    0.0000000000e+00    3.1640000000e+02    6.2580200000e-02    6.7626500000e-02     | ||||
| 2.9000000000e+01    0.0000000000e+00    3.1640000000e+02    5.0979000000e-02    6.7354200000e-02     | ||||
| 3.0000000000e+01    0.0000000000e+00    3.1640000000e+02    4.0040700000e-02    6.7068800000e-02     | ||||
| 3.1000000000e+01    0.0000000000e+00    3.1640000000e+02    3.1470300000e-02    6.6770000000e-02     | ||||
| 3.2000000000e+01    0.0000000000e+00    3.1640000000e+02    2.5727300000e-02    6.6457300000e-02     | ||||
| 3.3000000000e+01    0.0000000000e+00    3.1640000000e+02    2.2798400000e-02    6.6130200000e-02     | ||||
| 3.4000000000e+01    0.0000000000e+00    3.1640000000e+02    2.3367900000e-02    6.5788200000e-02     | ||||
| 3.5000000000e+01    0.0000000000e+00    3.1640000000e+02    2.8807900000e-02    6.5430800000e-02     | ||||
| 3.6000000000e+01    0.0000000000e+00    3.1640000000e+02    3.9636800000e-02    6.5057400000e-02     | ||||
| 3.7000000000e+01    0.0000000000e+00    3.1640000000e+02    5.4290100000e-02    6.4667400000e-02     | ||||
| 3.8000000000e+01    0.0000000000e+00    3.1640000000e+02    7.0062800000e-02    6.4260200000e-02     | ||||
| 3.9000000000e+01    0.0000000000e+00    3.1640000000e+02    8.5450600000e-02    6.3835000000e-02     | ||||
| 4.0000000000e+01    0.0000000000e+00    3.1640000000e+02    1.0118500000e-01    6.3391100000e-02     | ||||
| 4.1000000000e+01    0.0000000000e+00    3.1640000000e+02    1.1875300000e-01    6.2927700000e-02     | ||||
| 4.2000000000e+01    0.0000000000e+00    3.1640000000e+02    1.3807200000e-01    6.2444000000e-02     | ||||
| 4.3000000000e+01    0.0000000000e+00    3.1640000000e+02    1.5658700000e-01    6.1939100000e-02     | ||||
| 4.4000000000e+01    0.0000000000e+00    3.1640000000e+02    1.7015800000e-01    6.1412000000e-02     | ||||
| 4.5000000000e+01    0.0000000000e+00    3.1640000000e+02    1.7465700000e-01    6.0861900000e-02     | ||||
| 4.6000000000e+01    0.0000000000e+00    3.1640000000e+02    1.6755200000e-01    6.0287400000e-02     | ||||
| 4.7000000000e+01    0.0000000000e+00    3.1640000000e+02    1.4926400000e-01    5.9687500000e-02     | ||||
| 4.8000000000e+01    0.0000000000e+00    3.1640000000e+02    1.2360700000e-01    5.9061000000e-02     | ||||
| 4.9000000000e+01    0.0000000000e+00    3.1640000000e+02    9.6406500000e-02    5.8406600000e-02     | ||||
| 5.0000000000e+01    0.0000000000e+00    3.1640000000e+02    7.2744100000e-02    5.7722800000e-02     | ||||
| 5.1000000000e+01    0.0000000000e+00    3.1640000000e+02    5.4865200000e-02    5.7008100000e-02     | ||||
| 5.2000000000e+01    0.0000000000e+00    3.1640000000e+02    4.2290900000e-02    5.6261000000e-02     | ||||
| 5.3000000000e+01    0.0000000000e+00    3.1640000000e+02    3.3519100000e-02    5.5479700000e-02     | ||||
| 5.4000000000e+01    0.0000000000e+00    3.1640000000e+02    2.7436500000e-02    5.4662300000e-02     | ||||
| 5.5000000000e+01    0.0000000000e+00    3.1640000000e+02    2.3505400000e-02    5.3807000000e-02     | ||||
| 5.6000000000e+01    0.0000000000e+00    3.1640000000e+02    2.1404000000e-02    5.2911800000e-02     | ||||
| 5.7000000000e+01    0.0000000000e+00    3.1640000000e+02    2.1001000000e-02    5.1973800000e-02     | ||||
| 5.8000000000e+01    0.0000000000e+00    3.1640000000e+02    2.2522100000e-02    5.0991300000e-02     | ||||
| 5.9000000000e+01    0.0000000000e+00    3.1640000000e+02    2.6249500000e-02    4.9961500000e-02     | ||||
| 6.0000000000e+01    0.0000000000e+00    3.1640000000e+02    3.1802200000e-02    4.8881600000e-02     | ||||
| 6.1000000000e+01    0.0000000000e+00    3.1640000000e+02    3.7829600000e-02    4.7748700000e-02     | ||||
| 6.2000000000e+01    0.0000000000e+00    3.1640000000e+02    4.2616800000e-02    4.6559700000e-02     | ||||
| 6.3000000000e+01    0.0000000000e+00    3.1640000000e+02    4.5045400000e-02    4.5311200000e-02     | ||||
| 6.4000000000e+01    0.0000000000e+00    3.1640000000e+02    4.4961000000e-02    4.3999900000e-02     | ||||
| 6.5000000000e+01    0.0000000000e+00    3.1640000000e+02    4.2731100000e-02    4.2621900000e-02     | ||||
| 6.6000000000e+01    0.0000000000e+00    3.1640000000e+02    3.8678300000e-02    4.1173500000e-02     | ||||
| 6.7000000000e+01    0.0000000000e+00    3.1640000000e+02    3.3068800000e-02    3.9650800000e-02     | ||||
| 6.8000000000e+01    0.0000000000e+00    3.1640000000e+02    2.6521300000e-02    3.8049500000e-02     | ||||
| 6.9000000000e+01    0.0000000000e+00    3.1640000000e+02    2.0146700000e-02    3.6365700000e-02     | ||||
| 7.0000000000e+01    0.0000000000e+00    3.1640000000e+02    1.5068400000e-02    3.4595300000e-02     | ||||
| After Width: | Height: | Size: 70 KiB | 
|  | @ -0,0 +1,210 @@ | |||
| # Data exported on 2025-07-03 18:01:04.055793 | ||||
| ################################################################################ | ||||
| # NOTES: | ||||
| #     | ||||
| ################################################################################ | ||||
| # PARAMETERS: | ||||
| # GlobalParameters: | ||||
| #       spectroscopy = PED  | ||||
| #       algorithm = inversion  | ||||
| #       polarization = None  | ||||
| #       dichroism = None  | ||||
| #       spinpol = False  | ||||
| #       folder = ./calc  | ||||
| # MuffintinParameters: | ||||
| #       charge_relaxation = True  | ||||
| #       ionicity = {}  | ||||
| #       relativistic_mode = non_relativistic  | ||||
| #       radius_overlapping = 0.0  | ||||
| #       interstitial_potential = 0.0 electron_volt | ||||
| #       hydrogen_radius = 0.9 angstrom | ||||
| # TMatrixParameters: | ||||
| #       potential = muffin_tin  | ||||
| #       exchange_correlation = hedin_lundqvist_complex  | ||||
| #       imaginery_part = 0.0  | ||||
| #       lmax_mode = true_ke  | ||||
| #       lmaxt = 19  | ||||
| #       tl_threshold = None  | ||||
| #       max_tl = None  | ||||
| # PEDParameters: | ||||
| #       level = 2p3/2  | ||||
| #       final_state = 2  | ||||
| #       spin_orbit = None  | ||||
| # SourceParameters: | ||||
| #       energy = 1253.6 electron_volt | ||||
| #       theta = -55.0 degree | ||||
| #       phi = 0.0 degree | ||||
| # DetectorParameters: | ||||
| #       angular_acceptance = 0.0 degree | ||||
| #       average_sampling = None  | ||||
| #       rotate = False  | ||||
| # ScanParameters: | ||||
| #       type = theta  | ||||
| #       theta = [-70.00 -69.00 -68.00 ... 68.00 69.00 70.00] degree | ||||
| #       phi = [0.00] degree | ||||
| #       kinetic_energy = 316.39999999999986 electron_volt | ||||
| #       ke_array = [316.40] electron_volt | ||||
| # CalculationParameters: | ||||
| #       RA_cutoff = 1  | ||||
| #       scattering_order = 3  | ||||
| #       renormalization_mode = None  | ||||
| #       renormalization_omega = (1+0j)  | ||||
| #       RA_cutoff_damping = 0  | ||||
| #       spin_flip = False  | ||||
| #       integrals = all  | ||||
| #       path_filtering = None  | ||||
| #       off_cone_events = 1  | ||||
| #       scattering_order_cutoff = 2  | ||||
| #       distance = 10.0 angstrom | ||||
| #       vibrational_damping = debye_waller  | ||||
| #       temperature = 293.0 kelvin | ||||
| #       debye_temperature = 420.0 kelvin | ||||
| #       use_debye_model = False  | ||||
| #       vibration_scaling = 1.2  | ||||
| #       basis_functions = spherical  | ||||
| #       cutoff_factor = 0.01  | ||||
| #       mean_free_path = SeahDench  | ||||
| ################################################################################ | ||||
| # DATA: | ||||
| # theta               phi                 energy              cross_section       direct_signal        | ||||
| -7.0000000000e+01   0.0000000000e+00    3.1640000000e+02    1.9893800000e-02    3.4092400000e-02     | ||||
| -6.9000000000e+01   0.0000000000e+00    3.1640000000e+02    2.3917700000e-02    3.5842000000e-02     | ||||
| -6.8000000000e+01   0.0000000000e+00    3.1640000000e+02    2.9026000000e-02    3.7506200000e-02     | ||||
| -6.7000000000e+01   0.0000000000e+00    3.1640000000e+02    3.4548100000e-02    3.9089100000e-02     | ||||
| -6.6000000000e+01   0.0000000000e+00    3.1640000000e+02    3.9323600000e-02    4.0594500000e-02     | ||||
| -6.5000000000e+01   0.0000000000e+00    3.1640000000e+02    4.1936600000e-02    4.2026600000e-02     | ||||
| -6.4000000000e+01   0.0000000000e+00    3.1640000000e+02    4.1254700000e-02    4.3389100000e-02     | ||||
| -6.3000000000e+01   0.0000000000e+00    3.1640000000e+02    3.7020500000e-02    4.4685900000e-02     | ||||
| -6.2000000000e+01   0.0000000000e+00    3.1640000000e+02    3.0135100000e-02    4.5920600000e-02     | ||||
| -6.1000000000e+01   0.0000000000e+00    3.1640000000e+02    2.2422100000e-02    4.7096600000e-02     | ||||
| -6.0000000000e+01   0.0000000000e+00    3.1640000000e+02    1.5965400000e-02    4.8217200000e-02     | ||||
| -5.9000000000e+01   0.0000000000e+00    3.1640000000e+02    1.2388600000e-02    4.9285400000e-02     | ||||
| -5.8000000000e+01   0.0000000000e+00    3.1640000000e+02    1.2461700000e-02    5.0304100000e-02     | ||||
| -5.7000000000e+01   0.0000000000e+00    3.1640000000e+02    1.6178300000e-02    5.1276100000e-02     | ||||
| -5.6000000000e+01   0.0000000000e+00    3.1640000000e+02    2.3120200000e-02    5.2203900000e-02     | ||||
| -5.5000000000e+01   0.0000000000e+00    3.1640000000e+02    3.2773400000e-02    5.3089800000e-02     | ||||
| -5.4000000000e+01   0.0000000000e+00    3.1640000000e+02    4.4609300000e-02    5.3936100000e-02     | ||||
| -5.3000000000e+01   0.0000000000e+00    3.1640000000e+02    5.8017100000e-02    5.4744800000e-02     | ||||
| -5.2000000000e+01   0.0000000000e+00    3.1640000000e+02    7.2342900000e-02    5.5517900000e-02     | ||||
| -5.1000000000e+01   0.0000000000e+00    3.1640000000e+02    8.7113400000e-02    5.6257200000e-02     | ||||
| -5.0000000000e+01   0.0000000000e+00    3.1640000000e+02    1.0221800000e-01    5.6964400000e-02     | ||||
| -4.9000000000e+01   0.0000000000e+00    3.1640000000e+02    1.1768700000e-01    5.7641100000e-02     | ||||
| -4.8000000000e+01   0.0000000000e+00    3.1640000000e+02    1.3299600000e-01    5.8288800000e-02     | ||||
| -4.7000000000e+01   0.0000000000e+00    3.1640000000e+02    1.4639400000e-01    5.8908900000e-02     | ||||
| -4.6000000000e+01   0.0000000000e+00    3.1640000000e+02    1.5500100000e-01    5.9502500000e-02     | ||||
| -4.5000000000e+01   0.0000000000e+00    3.1640000000e+02    1.5601400000e-01    6.0071100000e-02     | ||||
| -4.4000000000e+01   0.0000000000e+00    3.1640000000e+02    1.4843000000e-01    6.0615700000e-02     | ||||
| -4.3000000000e+01   0.0000000000e+00    3.1640000000e+02    1.3399300000e-01    6.1137300000e-02     | ||||
| -4.2000000000e+01   0.0000000000e+00    3.1640000000e+02    1.1643700000e-01    6.1637100000e-02     | ||||
| -4.1000000000e+01   0.0000000000e+00    3.1640000000e+02    9.9315200000e-02    6.2115900000e-02     | ||||
| -4.0000000000e+01   0.0000000000e+00    3.1640000000e+02    8.4039300000e-02    6.2574500000e-02     | ||||
| -3.9000000000e+01   0.0000000000e+00    3.1640000000e+02    6.9714600000e-02    6.3013900000e-02     | ||||
| -3.8000000000e+01   0.0000000000e+00    3.1640000000e+02    5.4980600000e-02    6.3434800000e-02     | ||||
| -3.7000000000e+01   0.0000000000e+00    3.1640000000e+02    4.0244400000e-02    6.3838000000e-02     | ||||
| -3.6000000000e+01   0.0000000000e+00    3.1640000000e+02    2.8251700000e-02    6.4224000000e-02     | ||||
| -3.5000000000e+01   0.0000000000e+00    3.1640000000e+02    2.2347200000e-02    6.4593700000e-02     | ||||
| -3.4000000000e+01   0.0000000000e+00    3.1640000000e+02    2.3892000000e-02    6.4947500000e-02     | ||||
| -3.3000000000e+01   0.0000000000e+00    3.1640000000e+02    3.1126800000e-02    6.5286000000e-02     | ||||
| -3.2000000000e+01   0.0000000000e+00    3.1640000000e+02    4.0449600000e-02    6.5609800000e-02     | ||||
| -3.1000000000e+01   0.0000000000e+00    3.1640000000e+02    4.8856500000e-02    6.5919400000e-02     | ||||
| -3.0000000000e+01   0.0000000000e+00    3.1640000000e+02    5.5358700000e-02    6.6215200000e-02     | ||||
| -2.9000000000e+01   0.0000000000e+00    3.1640000000e+02    6.0396200000e-02    6.6497800000e-02     | ||||
| -2.8000000000e+01   0.0000000000e+00    3.1640000000e+02    6.4276000000e-02    6.6767400000e-02     | ||||
| -2.7000000000e+01   0.0000000000e+00    3.1640000000e+02    6.6384200000e-02    6.7024600000e-02     | ||||
| -2.6000000000e+01   0.0000000000e+00    3.1640000000e+02    6.5765900000e-02    6.7269600000e-02     | ||||
| -2.5000000000e+01   0.0000000000e+00    3.1640000000e+02    6.2119000000e-02    6.7502800000e-02     | ||||
| -2.4000000000e+01   0.0000000000e+00    3.1640000000e+02    5.6049700000e-02    6.7724600000e-02     | ||||
| -2.3000000000e+01   0.0000000000e+00    3.1640000000e+02    4.8538800000e-02    6.7935300000e-02     | ||||
| -2.2000000000e+01   0.0000000000e+00    3.1640000000e+02    4.0454800000e-02    6.8135000000e-02     | ||||
| -2.1000000000e+01   0.0000000000e+00    3.1640000000e+02    3.2597200000e-02    6.8324300000e-02     | ||||
| -2.0000000000e+01   0.0000000000e+00    3.1640000000e+02    2.5878600000e-02    6.8503100000e-02     | ||||
| -1.9000000000e+01   0.0000000000e+00    3.1640000000e+02    2.1165000000e-02    6.8671900000e-02     | ||||
| -1.8000000000e+01   0.0000000000e+00    3.1640000000e+02    1.8990900000e-02    6.8830700000e-02     | ||||
| -1.7000000000e+01   0.0000000000e+00    3.1640000000e+02    1.9675700000e-02    6.8980000000e-02     | ||||
| -1.6000000000e+01   0.0000000000e+00    3.1640000000e+02    2.3707500000e-02    6.9119700000e-02     | ||||
| -1.5000000000e+01   0.0000000000e+00    3.1640000000e+02    3.1630900000e-02    6.9250100000e-02     | ||||
| -1.4000000000e+01   0.0000000000e+00    3.1640000000e+02    4.3208800000e-02    6.9371300000e-02     | ||||
| -1.3000000000e+01   0.0000000000e+00    3.1640000000e+02    5.6791300000e-02    6.9483600000e-02     | ||||
| -1.2000000000e+01   0.0000000000e+00    3.1640000000e+02    6.9942200000e-02    6.9587000000e-02     | ||||
| -1.1000000000e+01   0.0000000000e+00    3.1640000000e+02    8.0998600000e-02    6.9681800000e-02     | ||||
| -1.0000000000e+01   0.0000000000e+00    3.1640000000e+02    9.0021500000e-02    6.9767800000e-02     | ||||
| -9.0000000000e+00   0.0000000000e+00    3.1640000000e+02    9.8169700000e-02    6.9845400000e-02     | ||||
| -8.0000000000e+00   0.0000000000e+00    3.1640000000e+02    1.0628000000e-01    6.9914600000e-02     | ||||
| -7.0000000000e+00   0.0000000000e+00    3.1640000000e+02    1.1422600000e-01    6.9975400000e-02     | ||||
| -6.0000000000e+00   0.0000000000e+00    3.1640000000e+02    1.2145700000e-01    7.0028000000e-02     | ||||
| -5.0000000000e+00   0.0000000000e+00    3.1640000000e+02    1.2769000000e-01    7.0072400000e-02     | ||||
| -4.0000000000e+00   0.0000000000e+00    3.1640000000e+02    1.3278200000e-01    7.0108600000e-02     | ||||
| -3.0000000000e+00   0.0000000000e+00    3.1640000000e+02    1.3611900000e-01    7.0136800000e-02     | ||||
| -2.0000000000e+00   0.0000000000e+00    3.1640000000e+02    1.3661000000e-01    7.0156800000e-02     | ||||
| -1.0000000000e+00   0.0000000000e+00    3.1640000000e+02    1.3350700000e-01    7.0168900000e-02     | ||||
| 0.0000000000e+00    0.0000000000e+00    3.1640000000e+02    1.2725300000e-01    7.0172900000e-02     | ||||
| 1.0000000000e+00    0.0000000000e+00    3.1640000000e+02    1.1949600000e-01    7.0168900000e-02     | ||||
| 2.0000000000e+00    0.0000000000e+00    3.1640000000e+02    1.1234000000e-01    7.0156900000e-02     | ||||
| 3.0000000000e+00    0.0000000000e+00    3.1640000000e+02    1.0742600000e-01    7.0136800000e-02     | ||||
| 4.0000000000e+00    0.0000000000e+00    3.1640000000e+02    1.0527600000e-01    7.0108600000e-02     | ||||
| 5.0000000000e+00    0.0000000000e+00    3.1640000000e+02    1.0501300000e-01    7.0072400000e-02     | ||||
| 6.0000000000e+00    0.0000000000e+00    3.1640000000e+02    1.0478000000e-01    7.0028000000e-02     | ||||
| 7.0000000000e+00    0.0000000000e+00    3.1640000000e+02    1.0286800000e-01    6.9975500000e-02     | ||||
| 8.0000000000e+00    0.0000000000e+00    3.1640000000e+02    9.8913900000e-02    6.9914600000e-02     | ||||
| 9.0000000000e+00    0.0000000000e+00    3.1640000000e+02    9.3978800000e-02    6.9845400000e-02     | ||||
| 1.0000000000e+01    0.0000000000e+00    3.1640000000e+02    8.9236300000e-02    6.9767900000e-02     | ||||
| 1.1000000000e+01    0.0000000000e+00    3.1640000000e+02    8.4494900000e-02    6.9681800000e-02     | ||||
| 1.2000000000e+01    0.0000000000e+00    3.1640000000e+02    7.8135200000e-02    6.9587100000e-02     | ||||
| 1.3000000000e+01    0.0000000000e+00    3.1640000000e+02    6.8642200000e-02    6.9483700000e-02     | ||||
| 1.4000000000e+01    0.0000000000e+00    3.1640000000e+02    5.6216200000e-02    6.9371500000e-02     | ||||
| 1.5000000000e+01    0.0000000000e+00    3.1640000000e+02    4.2962200000e-02    6.9250200000e-02     | ||||
| 1.6000000000e+01    0.0000000000e+00    3.1640000000e+02    3.1662100000e-02    6.9119800000e-02     | ||||
| 1.7000000000e+01    0.0000000000e+00    3.1640000000e+02    2.4375700000e-02    6.8980100000e-02     | ||||
| 1.8000000000e+01    0.0000000000e+00    3.1640000000e+02    2.1876300000e-02    6.8830900000e-02     | ||||
| 1.9000000000e+01    0.0000000000e+00    3.1640000000e+02    2.3877300000e-02    6.8672000000e-02     | ||||
| 2.0000000000e+01    0.0000000000e+00    3.1640000000e+02    2.9460000000e-02    6.8503200000e-02     | ||||
| 2.1000000000e+01    0.0000000000e+00    3.1640000000e+02    3.7366000000e-02    6.8324400000e-02     | ||||
| 2.2000000000e+01    0.0000000000e+00    3.1640000000e+02    4.6178700000e-02    6.8135200000e-02     | ||||
| 2.3000000000e+01    0.0000000000e+00    3.1640000000e+02    5.4433900000e-02    6.7935400000e-02     | ||||
| 2.4000000000e+01    0.0000000000e+00    3.1640000000e+02    6.0657800000e-02    6.7724800000e-02     | ||||
| 2.5000000000e+01    0.0000000000e+00    3.1640000000e+02    6.3482800000e-02    6.7503000000e-02     | ||||
| 2.6000000000e+01    0.0000000000e+00    3.1640000000e+02    6.2045000000e-02    6.7269700000e-02     | ||||
| 2.7000000000e+01    0.0000000000e+00    3.1640000000e+02    5.6532800000e-02    6.7024700000e-02     | ||||
| 2.8000000000e+01    0.0000000000e+00    3.1640000000e+02    4.8340100000e-02    6.6767600000e-02     | ||||
| 2.9000000000e+01    0.0000000000e+00    3.1640000000e+02    3.9456300000e-02    6.6497900000e-02     | ||||
| 3.0000000000e+01    0.0000000000e+00    3.1640000000e+02    3.1478500000e-02    6.6215400000e-02     | ||||
| 3.1000000000e+01    0.0000000000e+00    3.1640000000e+02    2.5121700000e-02    6.5919600000e-02     | ||||
| 3.2000000000e+01    0.0000000000e+00    3.1640000000e+02    2.0658200000e-02    6.5610000000e-02     | ||||
| 3.3000000000e+01    0.0000000000e+00    3.1640000000e+02    1.8733200000e-02    6.5286200000e-02     | ||||
| 3.4000000000e+01    0.0000000000e+00    3.1640000000e+02    2.0560800000e-02    6.4947600000e-02     | ||||
| 3.5000000000e+01    0.0000000000e+00    3.1640000000e+02    2.7152700000e-02    6.4593800000e-02     | ||||
| 3.6000000000e+01    0.0000000000e+00    3.1640000000e+02    3.8295500000e-02    6.4224200000e-02     | ||||
| 3.7000000000e+01    0.0000000000e+00    3.1640000000e+02    5.2351500000e-02    6.3838100000e-02     | ||||
| 3.8000000000e+01    0.0000000000e+00    3.1640000000e+02    6.7206300000e-02    6.3435000000e-02     | ||||
| 3.9000000000e+01    0.0000000000e+00    3.1640000000e+02    8.1581300000e-02    6.3014000000e-02     | ||||
| 4.0000000000e+01    0.0000000000e+00    3.1640000000e+02    9.5554400000e-02    6.2574700000e-02     | ||||
| 4.1000000000e+01    0.0000000000e+00    3.1640000000e+02    1.0983300000e-01    6.2116000000e-02     | ||||
| 4.2000000000e+01    0.0000000000e+00    3.1640000000e+02    1.2440300000e-01    6.1637200000e-02     | ||||
| 4.3000000000e+01    0.0000000000e+00    3.1640000000e+02    1.3766900000e-01    6.1137500000e-02     | ||||
| 4.4000000000e+01    0.0000000000e+00    3.1640000000e+02    1.4679200000e-01    6.0615800000e-02     | ||||
| 4.5000000000e+01    0.0000000000e+00    3.1640000000e+02    1.4896900000e-01    6.0071200000e-02     | ||||
| 4.6000000000e+01    0.0000000000e+00    3.1640000000e+02    1.4282800000e-01    5.9502600000e-02     | ||||
| 4.7000000000e+01    0.0000000000e+00    3.1640000000e+02    1.2911600000e-01    5.8909000000e-02     | ||||
| 4.8000000000e+01    0.0000000000e+00    3.1640000000e+02    1.1043200000e-01    5.8288900000e-02     | ||||
| 4.9000000000e+01    0.0000000000e+00    3.1640000000e+02    9.0270200000e-02    5.7641200000e-02     | ||||
| 5.0000000000e+01    0.0000000000e+00    3.1640000000e+02    7.1881000000e-02    5.6964500000e-02     | ||||
| 5.1000000000e+01    0.0000000000e+00    3.1640000000e+02    5.7359600000e-02    5.6257300000e-02     | ||||
| 5.2000000000e+01    0.0000000000e+00    3.1640000000e+02    4.7229400000e-02    5.5518000000e-02     | ||||
| 5.3000000000e+01    0.0000000000e+00    3.1640000000e+02    4.0611000000e-02    5.4744900000e-02     | ||||
| 5.4000000000e+01    0.0000000000e+00    3.1640000000e+02    3.5898700000e-02    5.3936100000e-02     | ||||
| 5.5000000000e+01    0.0000000000e+00    3.1640000000e+02    3.1682100000e-02    5.3089900000e-02     | ||||
| 5.6000000000e+01    0.0000000000e+00    3.1640000000e+02    2.7486000000e-02    5.2204200000e-02     | ||||
| 5.7000000000e+01    0.0000000000e+00    3.1640000000e+02    2.3934200000e-02    5.1276200000e-02     | ||||
| 5.8000000000e+01    0.0000000000e+00    3.1640000000e+02    2.2243700000e-02    5.0304200000e-02     | ||||
| 5.9000000000e+01    0.0000000000e+00    3.1640000000e+02    2.3335600000e-02    4.9285400000e-02     | ||||
| 6.0000000000e+01    0.0000000000e+00    3.1640000000e+02    2.7116700000e-02    4.8217200000e-02     | ||||
| 6.1000000000e+01    0.0000000000e+00    3.1640000000e+02    3.2373700000e-02    4.7096600000e-02     | ||||
| 6.2000000000e+01    0.0000000000e+00    3.1640000000e+02    3.7329700000e-02    4.5920600000e-02     | ||||
| 6.3000000000e+01    0.0000000000e+00    3.1640000000e+02    4.0488800000e-02    4.4685900000e-02     | ||||
| 6.4000000000e+01    0.0000000000e+00    3.1640000000e+02    4.1238200000e-02    4.3389100000e-02     | ||||
| 6.5000000000e+01    0.0000000000e+00    3.1640000000e+02    3.9880100000e-02    4.2026600000e-02     | ||||
| 6.6000000000e+01    0.0000000000e+00    3.1640000000e+02    3.7174600000e-02    4.0594600000e-02     | ||||
| 6.7000000000e+01    0.0000000000e+00    3.1640000000e+02    3.3783900000e-02    3.9089100000e-02     | ||||
| 6.8000000000e+01    0.0000000000e+00    3.1640000000e+02    3.0015900000e-02    3.7506300000e-02     | ||||
| 6.9000000000e+01    0.0000000000e+00    3.1640000000e+02    2.5990700000e-02    3.5842000000e-02     | ||||
| 7.0000000000e+01    0.0000000000e+00    3.1640000000e+02    2.2014900000e-02    3.4092400000e-02     | ||||
|  | @ -0,0 +1,24 @@ | |||
| from ase.io import read | ||||
| from msspec.calculator import MSSPEC | ||||
| 
 | ||||
| 
 | ||||
| cluster = read('copper.cif') | ||||
| # view the cluster | ||||
| cluster.edit() | ||||
| 
 | ||||
| # The "emitter" atom is located in the middle of the 3rd plane | ||||
| cluster.emitter = 10 | ||||
| 
 | ||||
| # Create a "calculator" | ||||
| calc = MSSPEC(spectroscopy='PED', algorithm='inversion') | ||||
| calc.set_atoms(cluster) | ||||
| 
 | ||||
| data = calc.get_theta_scan(level='2p3/2') | ||||
| 
 | ||||
| # Plot the result with the interactive GUI | ||||
| data.view() | ||||
| 
 | ||||
| # Or plot using matplotlib directly | ||||
| from matplotlib import pyplot as plt | ||||
| data[0].views[0].plot() | ||||
| plt.show() | ||||
|  | @ -0,0 +1,31 @@ | |||
| from ase.io import read | ||||
| from msspec.calculator import MSSPEC | ||||
| 
 | ||||
| 
 | ||||
| cluster1 = read('copper.cif') | ||||
| cluster2 = read('copper_3planes.cif') | ||||
| 
 | ||||
| # The "emitter" atom is located in the middle of the 3rd plane | ||||
| cluster1.emitter = 10 | ||||
| cluster2.emitter = 8 | ||||
| 
 | ||||
| # Create a "calculator" | ||||
| calc = MSSPEC(spectroscopy='PED', algorithm='inversion') | ||||
| calc.set_atoms(cluster1) | ||||
| data = calc.get_theta_scan(level='2p3/2') | ||||
| 
 | ||||
| calc = MSSPEC(spectroscopy='PED', algorithm='inversion') | ||||
| calc.set_atoms(cluster2) | ||||
| data = calc.get_theta_scan(level='2p3/2', data=data) | ||||
| 
 | ||||
| 
 | ||||
| 
 | ||||
| dset = data[0] | ||||
| dset.add_columns(cs2=data[1].cross_section) | ||||
| view = dset.views[0] | ||||
| view._plotopts['legend'][0] = '4 planes' | ||||
| 
 | ||||
| view.select('theta', 'cs2', legend="3 planes") | ||||
| 
 | ||||
| # Plot the result with the interactive GUI | ||||
| data.view() | ||||
|  | @ -0,0 +1,17 @@ | |||
| from msspec.calculator import MSSPEC | ||||
| from msspec.utils import hemispherical_cluster, get_atom_index | ||||
| from ase.build import bulk | ||||
| from ase.visualize import view | ||||
| 
 | ||||
| copper = bulk('Cu', cubic=True) | ||||
| cluster = hemispherical_cluster(copper, planes=3, emitter_plane=2) | ||||
| cluster.emitter = get_atom_index(cluster, 0,0,0) | ||||
| 
 | ||||
| # Create a "calculator" | ||||
| calc = MSSPEC(spectroscopy='PED', algorithm='inversion') | ||||
| calc.set_atoms(cluster) | ||||
| 
 | ||||
| data = calc.get_theta_scan(level='2p3/2') | ||||
| 
 | ||||
| # Plot the result with the interactive GUI | ||||
| data.view() | ||||
| After Width: | Height: | Size: 73 KiB | 
| After Width: | Height: | Size: 94 KiB | 
| After Width: | Height: | Size: 70 KiB | 
|  | @ -1,25 +1,29 @@ | |||
| from ase.build import bulk | ||||
| from ase.visualize import view | ||||
| 
 | ||||
| from msspec.calculator import MSSPEC | ||||
| from msspec.utils import hemispherical_cluster, get_atom_index, cut_plane | ||||
| import numpy as np | ||||
| from matplotlib import pyplot as plt | ||||
| 
 | ||||
| 
 | ||||
| # Create the silver cell | ||||
| Ag = bulk('Ag', cubic=True) | ||||
| # Orientate the cell in the [111] direction | ||||
| Ag.rotate((1,1,1), (0,0,1), rotate_cell=True) | ||||
| # Align the azimuth to match experimental reference | ||||
| Ag.rotate(15, 'z', rotate_cell=True) | ||||
| 
 | ||||
| # Create a cluster | ||||
| cluster = hemispherical_cluster(Ag, diameter=20, emitter_plane=0) | ||||
| 
 | ||||
| cluster = cut_plane(cluster, z=-4.8) | ||||
| cluster.emitter = get_atom_index(cluster, 0,0,0) | ||||
| cluster[cluster.emitter].symbol = 'Sb' | ||||
| 
 | ||||
| cluster.edit() | ||||
| 
 | ||||
| # Create a calculator | ||||
| calc = MSSPEC(spectroscopy='PED', algorithm='inversion') | ||||
| calc.set_atoms(cluster) | ||||
| 
 | ||||
| # Define parameters | ||||
| calc.source_parameters.theta = 0 | ||||
| calc.source_parameters.phi = 0 | ||||
| 
 | ||||
|  | @ -27,9 +31,11 @@ calc.detector_parameters.angular_acceptance = 1 | |||
| calc.detector_parameters.average_sampling = 'low' | ||||
| 
 | ||||
| calc.muffintin_parameters.interstitial_potential = 0 | ||||
| 
 | ||||
| # Compute an azimuthal scan | ||||
| data = calc.get_phi_scan(level='4d', theta=40, phi=np.linspace(0,240,121), kinetic_energy=45) | ||||
| 
 | ||||
| # normalize data between [0,1] | ||||
| # Normalize data between [0,1] (to ease comparison with experimental data) | ||||
| dset = data[0] | ||||
| dset.cross_section -= dset.cross_section.min() | ||||
| dset.cross_section /= dset.cross_section.max() | ||||
|  | @ -42,6 +48,8 @@ dset.add_columns(experiment=y) | |||
| view = dset.views[0] | ||||
| view.select('phi', 'experiment', legend='Exp. data') | ||||
| 
 | ||||
| # Popup GUI | ||||
| data.view() | ||||
| 
 | ||||
| # Remove temp. files | ||||
| calc.shutdown() | ||||
|  |  | |||
|  | @ -0,0 +1,55 @@ | |||
| from ase.build import bulk | ||||
| from ase.visualize import view | ||||
| 
 | ||||
| from msspec.calculator import MSSPEC | ||||
| from msspec.utils import hemispherical_cluster, get_atom_index, cut_plane | ||||
| import numpy as np | ||||
| from matplotlib import pyplot as plt | ||||
| 
 | ||||
| # Create the silver cell | ||||
| Ag = bulk('Ag', cubic=True) | ||||
| # Orientate the cell in the [111] direction | ||||
| Ag.rotate((1,1,1), (0,0,1), rotate_cell=True) | ||||
| # Align the azimuth to match experimental reference | ||||
| Ag.rotate(15, 'z', rotate_cell=True) | ||||
| 
 | ||||
| # Create a cluster | ||||
| cluster = hemispherical_cluster(Ag, diameter=20, emitter_plane=0) | ||||
| cluster = cut_plane(cluster, z=-4.8) | ||||
| cluster.emitter = get_atom_index(cluster, 0,0,0) | ||||
| cluster[cluster.emitter].symbol = 'Sb' | ||||
| 
 | ||||
| # Create a calculator | ||||
| calc = MSSPEC(spectroscopy='PED', algorithm='inversion') | ||||
| calc.set_atoms(cluster) | ||||
| 
 | ||||
| # Define parameters | ||||
| calc.source_parameters.theta = 22.5 | ||||
| calc.source_parameters.phi = 0 | ||||
| 
 | ||||
| calc.detector_parameters.angular_acceptance = 1 | ||||
| calc.detector_parameters.average_sampling = 'low' | ||||
| 
 | ||||
| calc.muffintin_parameters.interstitial_potential = 10.2 | ||||
| 
 | ||||
| # Compute an azimuthal scan | ||||
| data = calc.get_phi_scan(level='4d', theta=40, phi=np.linspace(0,240,121), kinetic_energy=45) | ||||
| 
 | ||||
| # Normalize data between [0,1] (to ease comparison with experimental data) | ||||
| dset = data[0] | ||||
| dset.cross_section -= dset.cross_section.min() | ||||
| dset.cross_section /= dset.cross_section.max() | ||||
| 
 | ||||
| # Add experimental data points in the dataset | ||||
| x, y = np.loadtxt('data.txt').T | ||||
| dset.add_columns(experiment=y) | ||||
| 
 | ||||
| # Add points to view | ||||
| view = dset.views[0] | ||||
| view.select('phi', 'experiment', legend='Exp. data') | ||||
| 
 | ||||
| # Popup GUI | ||||
| data.view() | ||||
| 
 | ||||
| # Remove temp. files | ||||
| calc.shutdown() | ||||
| After Width: | Height: | Size: 100 KiB | 
| After Width: | Height: | Size: 100 KiB | 
|  | @ -0,0 +1,190 @@ | |||
| # Data exported on 2025-07-04 11:29:33.299879 | ||||
| ################################################################################ | ||||
| # NOTES: | ||||
| #     | ||||
| ################################################################################ | ||||
| # PARAMETERS: | ||||
| # GlobalParameters: | ||||
| #       spectroscopy = PED  | ||||
| #       algorithm = inversion  | ||||
| #       polarization = None  | ||||
| #       dichroism = None  | ||||
| #       spinpol = False  | ||||
| #       folder = ./calc  | ||||
| # MuffintinParameters: | ||||
| #       charge_relaxation = True  | ||||
| #       ionicity = {}  | ||||
| #       relativistic_mode = non_relativistic  | ||||
| #       radius_overlapping = 0.0  | ||||
| #       interstitial_potential = 0 electron_volt | ||||
| #       hydrogen_radius = 0.9 angstrom | ||||
| # TMatrixParameters: | ||||
| #       potential = muffin_tin  | ||||
| #       exchange_correlation = hedin_lundqvist_complex  | ||||
| #       imaginery_part = 0.0  | ||||
| #       lmax_mode = true_ke  | ||||
| #       lmaxt = 19  | ||||
| #       tl_threshold = None  | ||||
| #       max_tl = None  | ||||
| # PEDParameters: | ||||
| #       level = 4d  | ||||
| #       final_state = 2  | ||||
| #       spin_orbit = None  | ||||
| # SourceParameters: | ||||
| #       energy = 1253.6 electron_volt | ||||
| #       theta = 0 degree | ||||
| #       phi = 0 degree | ||||
| # DetectorParameters: | ||||
| #       angular_acceptance = 1 degree | ||||
| #       average_sampling = low  | ||||
| #       rotate = False  | ||||
| # ScanParameters: | ||||
| #       type = phi  | ||||
| #       theta = [40.00] degree | ||||
| #       phi = [0.00 2.00 4.00 ... 236.00 238.00 240.00] degree | ||||
| #       kinetic_energy = 45 electron_volt | ||||
| #       ke_array = [45.00] electron_volt | ||||
| # CalculationParameters: | ||||
| #       RA_cutoff = 1  | ||||
| #       scattering_order = 3  | ||||
| #       renormalization_mode = None  | ||||
| #       renormalization_omega = (1+0j)  | ||||
| #       RA_cutoff_damping = 0  | ||||
| #       spin_flip = False  | ||||
| #       integrals = all  | ||||
| #       path_filtering = None  | ||||
| #       off_cone_events = 1  | ||||
| #       scattering_order_cutoff = 2  | ||||
| #       distance = 10.0 angstrom | ||||
| #       vibrational_damping = debye_waller  | ||||
| #       temperature = 293.0 kelvin | ||||
| #       debye_temperature = 420.0 kelvin | ||||
| #       use_debye_model = False  | ||||
| #       vibration_scaling = 1.2  | ||||
| #       basis_functions = spherical  | ||||
| #       cutoff_factor = 0.01  | ||||
| #       mean_free_path = SeahDench  | ||||
| ################################################################################ | ||||
| # DATA: | ||||
| # theta               phi                 energy              cross_section       direct_signal       experiment           | ||||
| 4.0000000000e+01    0.0000000000e+00    4.5000000000e+01    6.7876293576e-03    4.7320100000e+00    2.2738533528e-01     | ||||
| 4.0000000000e+01    2.0000000000e+00    4.5000000000e+01    1.0856578610e-02    4.7320100000e+00    2.1358763229e-01     | ||||
| 4.0000000000e+01    4.0000000000e+00    4.5000000000e+01    2.3633597599e-02    4.7320100000e+00    1.9252655923e-01     | ||||
| 4.0000000000e+01    6.0000000000e+00    4.5000000000e+01    4.7249053386e-02    4.7320100000e+00    1.8526318916e-01     | ||||
| 4.0000000000e+01    8.0000000000e+00    4.5000000000e+01    7.7665096968e-02    4.7320100000e+00    1.8526318916e-01     | ||||
| 4.0000000000e+01    1.0000000000e+01    4.5000000000e+01    9.7740307737e-02    4.7320100000e+00    1.8317058254e-01     | ||||
| 4.0000000000e+01    1.2000000000e+01    4.5000000000e+01    8.6041430715e-02    4.7320100000e+00    1.6369294730e-01     | ||||
| 4.0000000000e+01    1.4000000000e+01    4.5000000000e+01    4.3301913443e-02    4.7320100000e+00    1.2796086961e-01     | ||||
| 4.0000000000e+01    1.6000000000e+01    4.5000000000e+01    1.0778827987e-02    4.7320100000e+00    1.0404305099e-01     | ||||
| 4.0000000000e+01    1.8000000000e+01    4.5000000000e+01    5.2989641025e-02    4.7320100000e+00    3.0153786335e-02     | ||||
| 4.0000000000e+01    2.0000000000e+01    4.5000000000e+01    2.0993445623e-01    4.7320100000e+00    4.1064592241e-03     | ||||
| 4.0000000000e+01    2.2000000000e+01    4.5000000000e+01    4.5760128962e-01    4.7320100000e+00    1.9715504505e-02     | ||||
| 4.0000000000e+01    2.4000000000e+01    4.5000000000e+01    7.1585257445e-01    4.7320100000e+00    7.0075320338e-02     | ||||
| 4.0000000000e+01    2.6000000000e+01    4.5000000000e+01    9.0302164837e-01    4.7320100000e+00    1.9048795536e-01     | ||||
| 4.0000000000e+01    2.8000000000e+01    4.5000000000e+01    9.8861730884e-01    4.7320100000e+00    3.1015130221e-01     | ||||
| 4.0000000000e+01    3.0000000000e+01    4.5000000000e+01    9.9346117263e-01    4.7320100000e+00    4.0529064956e-01     | ||||
| 4.0000000000e+01    3.2000000000e+01    4.5000000000e+01    9.4382258345e-01    4.7320100000e+00    3.6786449270e-01     | ||||
| 4.0000000000e+01    3.4000000000e+01    4.5000000000e+01    8.3764114978e-01    4.7320100000e+00    3.0367579371e-01     | ||||
| 4.0000000000e+01    3.6000000000e+01    4.5000000000e+01    6.6083364218e-01    4.7320100000e+00    2.2147203400e-01     | ||||
| 4.0000000000e+01    3.8000000000e+01    4.5000000000e+01    4.2803272783e-01    4.7320100000e+00    2.2478780294e-01     | ||||
| 4.0000000000e+01    4.0000000000e+01    4.5000000000e+01    1.9784423440e-01    4.7320100000e+00    2.8370249036e-01     | ||||
| 4.0000000000e+01    4.2000000000e+01    4.5000000000e+01    4.7217953137e-02    4.7320100000e+00    3.4457130591e-01     | ||||
| 4.0000000000e+01    4.4000000000e+01    4.5000000000e+01    2.9187583744e-02    4.7320100000e+00    4.1141471158e-01     | ||||
| 4.0000000000e+01    4.6000000000e+01    4.5000000000e+01    1.4445547351e-01    4.7320100000e+00    5.6007228568e-01     | ||||
| 4.0000000000e+01    4.8000000000e+01    4.5000000000e+01    3.4261330209e-01    4.7320100000e+00    6.9692125814e-01     | ||||
| 4.0000000000e+01    5.0000000000e+01    4.5000000000e+01    5.5138149898e-01    4.7320100000e+00    8.1891797387e-01     | ||||
| 4.0000000000e+01    5.2000000000e+01    4.5000000000e+01    7.1494289217e-01    4.7320100000e+00    9.0807651650e-01     | ||||
| 4.0000000000e+01    5.4000000000e+01    4.5000000000e+01    8.1536559639e-01    4.7320100000e+00    9.5628072250e-01     | ||||
| 4.0000000000e+01    5.6000000000e+01    4.5000000000e+01    8.6578687518e-01    4.7320100000e+00    9.8882413059e-01     | ||||
| 4.0000000000e+01    5.8000000000e+01    4.5000000000e+01    8.8844340662e-01    4.7320100000e+00    9.8813366684e-01     | ||||
| 4.0000000000e+01    6.0000000000e+01    4.5000000000e+01    8.9841881150e-01    4.7320100000e+00    9.8736605630e-01     | ||||
| 4.0000000000e+01    6.2000000000e+01    4.5000000000e+01    8.9980536427e-01    4.7320100000e+00    9.9165589987e-01     | ||||
| 4.0000000000e+01    6.4000000000e+01    4.5000000000e+01    8.8644521562e-01    4.7320100000e+00    9.8563196795e-01     | ||||
| 4.0000000000e+01    6.6000000000e+01    4.5000000000e+01    8.4142242172e-01    4.7320100000e+00    9.6201176450e-01     | ||||
| 4.0000000000e+01    6.8000000000e+01    4.5000000000e+01    7.4134441193e-01    4.7320100000e+00    8.9300299850e-01     | ||||
| 4.0000000000e+01    7.0000000000e+01    4.5000000000e+01    5.7325015745e-01    4.7320100000e+00    8.0028702462e-01     | ||||
| 4.0000000000e+01    7.2000000000e+01    4.5000000000e+01    3.5700235066e-01    4.7320100000e+00    6.7449211537e-01     | ||||
| 4.0000000000e+01    7.4000000000e+01    4.5000000000e+01    1.5187547460e-01    4.7320100000e+00    5.3363193855e-01     | ||||
| 4.0000000000e+01    7.6000000000e+01    4.5000000000e+01    3.3689344796e-02    4.7320100000e+00    3.9588592039e-01     | ||||
| 4.0000000000e+01    7.8000000000e+01    4.5000000000e+01    5.4114433366e-02    4.7320100000e+00    3.3063859604e-01     | ||||
| 4.0000000000e+01    8.0000000000e+01    4.5000000000e+01    2.1011069097e-01    4.7320100000e+00    2.8306817232e-01     | ||||
| 4.0000000000e+01    8.2000000000e+01    4.5000000000e+01    4.4422040747e-01    4.7320100000e+00    2.1576228155e-01     | ||||
| 4.0000000000e+01    8.4000000000e+01    4.5000000000e+01    6.7666366895e-01    4.7320100000e+00    2.2399562412e-01     | ||||
| 4.0000000000e+01    8.6000000000e+01    4.5000000000e+01    8.4979098041e-01    4.7320100000e+00    3.1268268118e-01     | ||||
| 4.0000000000e+01    8.8000000000e+01    4.5000000000e+01    9.5216781694e-01    4.7320100000e+00    3.8360929489e-01     | ||||
| 4.0000000000e+01    9.0000000000e+01    4.5000000000e+01    1.0000000000e+00    4.7320100000e+00    3.9749400232e-01     | ||||
| 4.0000000000e+01    9.2000000000e+01    4.5000000000e+01    9.9488919240e-01    4.7320100000e+00    2.8902947605e-01     | ||||
| 4.0000000000e+01    9.4000000000e+01    4.5000000000e+01    9.0883480325e-01    4.7320100000e+00    1.6815444247e-01     | ||||
| 4.0000000000e+01    9.6000000000e+01    4.5000000000e+01    7.1995003227e-01    4.7320100000e+00    5.8572734281e-02     | ||||
| 4.0000000000e+01    9.8000000000e+01    4.5000000000e+01    4.5891268346e-01    4.7320100000e+00    1.8435189273e-02     | ||||
| 4.0000000000e+01    1.0000000000e+02    4.5000000000e+01    2.0833279340e-01    4.7320100000e+00    3.9489511991e-03     | ||||
| 4.0000000000e+01    1.0200000000e+02    4.5000000000e+01    4.9426070820e-02    4.7320100000e+00    5.4117507287e-02     | ||||
| 4.0000000000e+01    1.0400000000e+02    4.5000000000e+01    6.9845976017e-03    4.7320100000e+00    1.1687170461e-01     | ||||
| 4.0000000000e+01    1.0600000000e+02    4.5000000000e+01    4.1114529259e-02    4.7320100000e+00    1.4281702653e-01     | ||||
| 4.0000000000e+01    1.0800000000e+02    4.5000000000e+01    8.6562359887e-02    4.7320100000e+00    1.7708177232e-01     | ||||
| 4.0000000000e+01    1.1000000000e+02    4.5000000000e+01    1.0078813214e-01    4.7320100000e+00    1.8526318916e-01     | ||||
| 4.0000000000e+01    1.1200000000e+02    4.5000000000e+01    8.1886955778e-02    4.7320100000e+00    1.8276706198e-01     | ||||
| 4.0000000000e+01    1.1400000000e+02    4.5000000000e+01    5.0843723840e-02    4.7320100000e+00    1.8408052890e-01     | ||||
| 4.0000000000e+01    1.1600000000e+02    4.5000000000e+01    2.5232668738e-02    4.7320100000e+00    2.0232034394e-01     | ||||
| 4.0000000000e+01    1.1800000000e+02    4.5000000000e+01    9.9883633235e-03    4.7320100000e+00    2.2899941752e-01     | ||||
| 4.0000000000e+01    1.2000000000e+02    4.5000000000e+01    3.8020054477e-03    4.7320100000e+00    2.3204307259e-01     | ||||
| 4.0000000000e+01    1.2200000000e+02    4.5000000000e+01    5.9531060078e-03    4.7320100000e+00    2.1749833154e-01     | ||||
| 4.0000000000e+01    1.2400000000e+02    4.5000000000e+01    1.8209195825e-02    4.7320100000e+00    1.9030858908e-01     | ||||
| 4.0000000000e+01    1.2600000000e+02    4.5000000000e+01    4.2832818019e-02    4.7320100000e+00    1.8487166921e-01     | ||||
| 4.0000000000e+01    1.2800000000e+02    4.5000000000e+01    7.5197810542e-02    4.7320100000e+00    1.8708385335e-01     | ||||
| 4.0000000000e+01    1.3000000000e+02    4.5000000000e+01    9.6921334512e-02    4.7320100000e+00    1.8089234146e-01     | ||||
| 4.0000000000e+01    1.3200000000e+02    4.5000000000e+01    8.5346858486e-02    4.7320100000e+00    1.6560618764e-01     | ||||
| 4.0000000000e+01    1.3400000000e+02    4.5000000000e+01    4.0697267584e-02    4.7320100000e+00    1.3242149688e-01     | ||||
| 4.0000000000e+01    1.3600000000e+02    4.5000000000e+01    4.5510031126e-03    4.7320100000e+00    8.6951180163e-02     | ||||
| 4.0000000000e+01    1.3800000000e+02    4.5000000000e+01    4.2086412042e-02    4.7320100000e+00    1.8547695005e-02     | ||||
| 4.0000000000e+01    1.4000000000e+02    4.5000000000e+01    1.9407073752e-01    4.7320100000e+00    0.0000000000e+00     | ||||
| 4.0000000000e+01    1.4200000000e+02    4.5000000000e+01    4.3774637229e-01    4.7320100000e+00    2.9104107854e-02     | ||||
| 4.0000000000e+01    1.4400000000e+02    4.5000000000e+01    6.9493506527e-01    4.7320100000e+00    1.0101889691e-01     | ||||
| 4.0000000000e+01    1.4600000000e+02    4.5000000000e+01    8.8568844289e-01    4.7320100000e+00    2.3017997767e-01     | ||||
| 4.0000000000e+01    1.4800000000e+02    4.5000000000e+01    9.7941163512e-01    4.7320100000e+00    3.5275658009e-01     | ||||
| 4.0000000000e+01    1.5000000000e+02    4.5000000000e+01    9.9458337329e-01    4.7320100000e+00    3.9159870195e-01     | ||||
| 4.0000000000e+01    1.5200000000e+02    4.5000000000e+01    9.5429040894e-01    4.7320100000e+00    3.4640739946e-01     | ||||
| 4.0000000000e+01    1.5400000000e+02    4.5000000000e+01    8.5435753365e-01    4.7320100000e+00    2.6946697934e-01     | ||||
| 4.0000000000e+01    1.5600000000e+02    4.5000000000e+01    6.8037496534e-01    4.7320100000e+00    2.1580174510e-01     | ||||
| 4.0000000000e+01    1.5800000000e+02    4.5000000000e+01    4.4787987010e-01    4.7320100000e+00    2.2752034216e-01     | ||||
| 4.0000000000e+01    1.6000000000e+02    4.5000000000e+01    2.1677910271e-01    4.7320100000e+00    3.0687738540e-01     | ||||
| 4.0000000000e+01    1.6200000000e+02    4.5000000000e+01    6.5206855532e-02    4.7320100000e+00    3.5713369596e-01     | ||||
| 4.0000000000e+01    1.6400000000e+02    4.5000000000e+01    4.6948417645e-02    4.7320100000e+00    4.7068798155e-01     | ||||
| 4.0000000000e+01    1.6600000000e+02    4.5000000000e+01    1.6278129527e-01    4.7320100000e+00    6.4099240856e-01     | ||||
| 4.0000000000e+01    1.6800000000e+02    4.5000000000e+01    3.6180215577e-01    4.7320100000e+00    7.7679582775e-01     | ||||
| 4.0000000000e+01    1.7000000000e+02    4.5000000000e+01    5.7104203976e-01    4.7320100000e+00    8.6998807589e-01     | ||||
| 4.0000000000e+01    1.7200000000e+02    4.5000000000e+01    7.3427947202e-01    4.7320100000e+00    9.4653097575e-01     | ||||
| 4.0000000000e+01    1.7400000000e+02    4.5000000000e+01    8.3354887534e-01    4.7320100000e+00    9.8126037022e-01     | ||||
| 4.0000000000e+01    1.7600000000e+02    4.5000000000e+01    8.8191494600e-01    4.7320100000e+00    9.9921966024e-01     | ||||
| 4.0000000000e+01    1.7800000000e+02    4.5000000000e+01    9.0111416642e-01    4.7320100000e+00    9.9171627794e-01     | ||||
| 4.0000000000e+01    1.8000000000e+02    4.5000000000e+01    9.0565221110e-01    4.7320100000e+00    9.9782458916e-01     | ||||
| 4.0000000000e+01    1.8200000000e+02    4.5000000000e+01    9.0003084108e-01    4.7320100000e+00    1.0000000000e+00     | ||||
| 4.0000000000e+01    1.8400000000e+02    4.5000000000e+01    8.8000746406e-01    4.7320100000e+00    9.8756046621e-01     | ||||
| 4.0000000000e+01    1.8600000000e+02    4.5000000000e+01    8.3122154003e-01    4.7320100000e+00    9.4838687031e-01     | ||||
| 4.0000000000e+01    1.8800000000e+02    4.5000000000e+01    7.3192881153e-01    4.7320100000e+00    8.7131954373e-01     | ||||
| 4.0000000000e+01    1.9000000000e+02    4.5000000000e+01    5.6894018126e-01    4.7320100000e+00    7.7431748719e-01     | ||||
| 4.0000000000e+01    1.9200000000e+02    4.5000000000e+01    3.6005795013e-01    4.7320100000e+00    6.4990286255e-01     | ||||
| 4.0000000000e+01    1.9400000000e+02    4.5000000000e+01    1.6138178407e-01    4.7320100000e+00    5.1338728208e-01     | ||||
| 4.0000000000e+01    1.9600000000e+02    4.5000000000e+01    4.5792525055e-02    4.7320100000e+00    3.8546338936e-01     | ||||
| 4.0000000000e+01    1.9800000000e+02    4.5000000000e+01    6.4144263689e-02    4.7320100000e+00    3.1970978921e-01     | ||||
| 4.0000000000e+01    2.0000000000e+02    4.5000000000e+01    2.1562061843e-01    4.7320100000e+00    2.6255462716e-01     | ||||
| 4.0000000000e+01    2.0200000000e+02    4.5000000000e+01    4.4649331733e-01    4.7320100000e+00    2.1806740599e-01     | ||||
| 4.0000000000e+01    2.0400000000e+02    4.5000000000e+01    6.7887956169e-01    4.7320100000e+00    2.3135453751e-01     | ||||
| 4.0000000000e+01    2.0600000000e+02    4.5000000000e+01    8.5320941612e-01    4.7320100000e+00    3.2560013933e-01     | ||||
| 4.0000000000e+01    2.0800000000e+02    4.5000000000e+01    9.5401309839e-01    4.7320100000e+00    3.9011362629e-01     | ||||
| 4.0000000000e+01    2.1000000000e+02    4.5000000000e+01    9.9530645408e-01    4.7320100000e+00    4.1050529024e-01     | ||||
| 4.0000000000e+01    2.1200000000e+02    4.5000000000e+01    9.8067897027e-01    4.7320100000e+00    3.0397023728e-01     | ||||
| 4.0000000000e+01    2.1400000000e+02    4.5000000000e+01    8.8682619367e-01    4.7320100000e+00    1.5921766214e-01     | ||||
| 4.0000000000e+01    2.1600000000e+02    4.5000000000e+01    6.9561927075e-01    4.7320100000e+00    6.3149467465e-02     | ||||
| 4.0000000000e+01    2.1800000000e+02    4.5000000000e+01    4.3822842615e-01    4.7320100000e+00    1.7669025237e-02     | ||||
| 4.0000000000e+01    2.2000000000e+02    4.5000000000e+01    1.9497264474e-01    4.7320100000e+00    1.0125515895e-02     | ||||
| 4.0000000000e+01    2.2200000000e+02    4.5000000000e+01    4.3936876861e-02    4.7320100000e+00    5.6415999395e-02     | ||||
| 4.0000000000e+01    2.2400000000e+02    4.5000000000e+01    7.3759424023e-03    4.7320100000e+00    1.2594116670e-01     | ||||
| 4.0000000000e+01    2.2600000000e+02    4.5000000000e+01    4.3869492988e-02    4.7320100000e+00    1.5201774530e-01     | ||||
| 4.0000000000e+01    2.2800000000e+02    4.5000000000e+01    8.7860795285e-02    4.7320100000e+00    1.7752729502e-01     | ||||
| 4.0000000000e+01    2.3000000000e+02    4.5000000000e+01    9.7978742980e-02    4.7320100000e+00    1.8299807375e-01     | ||||
| 4.0000000000e+01    2.3200000000e+02    4.5000000000e+01    7.4591355686e-02    4.7320100000e+00    1.8384711701e-01     | ||||
| 4.0000000000e+01    2.3400000000e+02    4.5000000000e+01    4.0863135579e-02    4.7320100000e+00    1.8275206122e-01     | ||||
| 4.0000000000e+01    2.3600000000e+02    4.5000000000e+01    1.5309097600e-02    4.7320100000e+00    2.0682828790e-01     | ||||
| 4.0000000000e+01    2.3800000000e+02    4.5000000000e+01    2.4750614878e-03    4.7320100000e+00    2.2654829264e-01     | ||||
| 4.0000000000e+01    2.4000000000e+02    4.5000000000e+01    0.0000000000e+00    4.7320100000e+00    2.4034599563e-01     | ||||
| After Width: | Height: | Size: 84 KiB | 
| After Width: | Height: | Size: 84 KiB | 
|  | @ -0,0 +1,190 @@ | |||
| # Data exported on 2025-07-04 11:33:08.805215 | ||||
| ################################################################################ | ||||
| # NOTES: | ||||
| #     | ||||
| ################################################################################ | ||||
| # PARAMETERS: | ||||
| # GlobalParameters: | ||||
| #       spectroscopy = PED  | ||||
| #       algorithm = inversion  | ||||
| #       polarization = None  | ||||
| #       dichroism = None  | ||||
| #       spinpol = False  | ||||
| #       folder = ./calc  | ||||
| # MuffintinParameters: | ||||
| #       charge_relaxation = True  | ||||
| #       ionicity = {}  | ||||
| #       relativistic_mode = non_relativistic  | ||||
| #       radius_overlapping = 0.0  | ||||
| #       interstitial_potential = 10.2 electron_volt | ||||
| #       hydrogen_radius = 0.9 angstrom | ||||
| # TMatrixParameters: | ||||
| #       potential = muffin_tin  | ||||
| #       exchange_correlation = hedin_lundqvist_complex  | ||||
| #       imaginery_part = 0.0  | ||||
| #       lmax_mode = true_ke  | ||||
| #       lmaxt = 19  | ||||
| #       tl_threshold = None  | ||||
| #       max_tl = None  | ||||
| # PEDParameters: | ||||
| #       level = 4d  | ||||
| #       final_state = 2  | ||||
| #       spin_orbit = None  | ||||
| # SourceParameters: | ||||
| #       energy = 1253.6 electron_volt | ||||
| #       theta = 22.5 degree | ||||
| #       phi = 0 degree | ||||
| # DetectorParameters: | ||||
| #       angular_acceptance = 1 degree | ||||
| #       average_sampling = low  | ||||
| #       rotate = False  | ||||
| # ScanParameters: | ||||
| #       type = phi  | ||||
| #       theta = [40.00] degree | ||||
| #       phi = [0.00 2.00 4.00 ... 236.00 238.00 240.00] degree | ||||
| #       kinetic_energy = 45 electron_volt | ||||
| #       ke_array = [45.00] electron_volt | ||||
| # CalculationParameters: | ||||
| #       RA_cutoff = 1  | ||||
| #       scattering_order = 3  | ||||
| #       renormalization_mode = None  | ||||
| #       renormalization_omega = (1+0j)  | ||||
| #       RA_cutoff_damping = 0  | ||||
| #       spin_flip = False  | ||||
| #       integrals = all  | ||||
| #       path_filtering = None  | ||||
| #       off_cone_events = 1  | ||||
| #       scattering_order_cutoff = 2  | ||||
| #       distance = 10.0 angstrom | ||||
| #       vibrational_damping = debye_waller  | ||||
| #       temperature = 293.0 kelvin | ||||
| #       debye_temperature = 420.0 kelvin | ||||
| #       use_debye_model = False  | ||||
| #       vibration_scaling = 1.2  | ||||
| #       basis_functions = spherical  | ||||
| #       cutoff_factor = 0.01  | ||||
| #       mean_free_path = SeahDench  | ||||
| ################################################################################ | ||||
| # DATA: | ||||
| # theta               phi                 energy              cross_section       direct_signal       experiment           | ||||
| 4.0000000000e+01    0.0000000000e+00    4.5000000000e+01    2.3490962628e-01    8.1019200000e+00    2.2738533528e-01     | ||||
| 4.0000000000e+01    2.0000000000e+00    4.5000000000e+01    2.3027772781e-01    8.1019200000e+00    2.1358763229e-01     | ||||
| 4.0000000000e+01    4.0000000000e+00    4.5000000000e+01    2.1385930195e-01    8.1019200000e+00    1.9252655923e-01     | ||||
| 4.0000000000e+01    6.0000000000e+00    4.5000000000e+01    1.8337975571e-01    8.1019200000e+00    1.8526318916e-01     | ||||
| 4.0000000000e+01    8.0000000000e+00    4.5000000000e+01    1.4021004832e-01    8.1019200000e+00    1.8526318916e-01     | ||||
| 4.0000000000e+01    1.0000000000e+01    4.5000000000e+01    9.1324909068e-02    8.1019200000e+00    1.8317058254e-01     | ||||
| 4.0000000000e+01    1.2000000000e+01    4.5000000000e+01    4.7385975687e-02    8.1019200000e+00    1.6369294730e-01     | ||||
| 4.0000000000e+01    1.4000000000e+01    4.5000000000e+01    1.9121055907e-02    8.1019200000e+00    1.2796086961e-01     | ||||
| 4.0000000000e+01    1.6000000000e+01    4.5000000000e+01    1.4509835547e-02    8.1019200000e+00    1.0404305099e-01     | ||||
| 4.0000000000e+01    1.8000000000e+01    4.5000000000e+01    3.7280579318e-02    8.1019200000e+00    3.0153786335e-02     | ||||
| 4.0000000000e+01    2.0000000000e+01    4.5000000000e+01    8.5989954570e-02    8.1019200000e+00    4.1064592241e-03     | ||||
| 4.0000000000e+01    2.2000000000e+01    4.5000000000e+01    1.5374387669e-01    8.1019200000e+00    1.9715504505e-02     | ||||
| 4.0000000000e+01    2.4000000000e+01    4.5000000000e+01    2.3007094662e-01    8.1019200000e+00    7.0075320338e-02     | ||||
| 4.0000000000e+01    2.6000000000e+01    4.5000000000e+01    3.0550472185e-01    8.1019200000e+00    1.9048795536e-01     | ||||
| 4.0000000000e+01    2.8000000000e+01    4.5000000000e+01    3.7581032376e-01    8.1019200000e+00    3.1015130221e-01     | ||||
| 4.0000000000e+01    3.0000000000e+01    4.5000000000e+01    4.4022266198e-01    8.1019200000e+00    4.0529064956e-01     | ||||
| 4.0000000000e+01    3.2000000000e+01    4.5000000000e+01    4.9388237873e-01    8.1019200000e+00    3.6786449270e-01     | ||||
| 4.0000000000e+01    3.4000000000e+01    4.5000000000e+01    5.2281106610e-01    8.1019200000e+00    3.0367579371e-01     | ||||
| 4.0000000000e+01    3.6000000000e+01    4.5000000000e+01    5.1048690765e-01    8.1019200000e+00    2.2147203400e-01     | ||||
| 4.0000000000e+01    3.8000000000e+01    4.5000000000e+01    4.5463531037e-01    8.1019200000e+00    2.2478780294e-01     | ||||
| 4.0000000000e+01    4.0000000000e+01    4.5000000000e+01    3.7965645374e-01    8.1019200000e+00    2.8370249036e-01     | ||||
| 4.0000000000e+01    4.2000000000e+01    4.5000000000e+01    3.3075270418e-01    8.1019200000e+00    3.4457130591e-01     | ||||
| 4.0000000000e+01    4.4000000000e+01    4.5000000000e+01    3.4985928541e-01    8.1019200000e+00    4.1141471158e-01     | ||||
| 4.0000000000e+01    4.6000000000e+01    4.5000000000e+01    4.4958984953e-01    8.1019200000e+00    5.6007228568e-01     | ||||
| 4.0000000000e+01    4.8000000000e+01    4.5000000000e+01    6.0446895491e-01    8.1019200000e+00    6.9692125814e-01     | ||||
| 4.0000000000e+01    5.0000000000e+01    4.5000000000e+01    7.6608912683e-01    8.1019200000e+00    8.1891797387e-01     | ||||
| 4.0000000000e+01    5.2000000000e+01    4.5000000000e+01    8.9088157021e-01    8.1019200000e+00    9.0807651650e-01     | ||||
| 4.0000000000e+01    5.4000000000e+01    4.5000000000e+01    9.6079428788e-01    8.1019200000e+00    9.5628072250e-01     | ||||
| 4.0000000000e+01    5.6000000000e+01    4.5000000000e+01    9.8500836430e-01    8.1019200000e+00    9.8882413059e-01     | ||||
| 4.0000000000e+01    5.8000000000e+01    4.5000000000e+01    9.8645583257e-01    8.1019200000e+00    9.8813366684e-01     | ||||
| 4.0000000000e+01    6.0000000000e+01    4.5000000000e+01    9.8558735161e-01    8.1019200000e+00    9.8736605630e-01     | ||||
| 4.0000000000e+01    6.2000000000e+01    4.5000000000e+01    9.9009518138e-01    8.1019200000e+00    9.9165589987e-01     | ||||
| 4.0000000000e+01    6.4000000000e+01    4.5000000000e+01    9.9181146519e-01    8.1019200000e+00    9.8563196795e-01     | ||||
| 4.0000000000e+01    6.6000000000e+01    4.5000000000e+01    9.6966520059e-01    8.1019200000e+00    9.6201176450e-01     | ||||
| 4.0000000000e+01    6.8000000000e+01    4.5000000000e+01    9.0006265470e-01    8.1019200000e+00    8.9300299850e-01     | ||||
| 4.0000000000e+01    7.0000000000e+01    4.5000000000e+01    7.7353324938e-01    8.1019200000e+00    8.0028702462e-01     | ||||
| 4.0000000000e+01    7.2000000000e+01    4.5000000000e+01    6.0854254419e-01    8.1019200000e+00    6.7449211537e-01     | ||||
| 4.0000000000e+01    7.4000000000e+01    4.5000000000e+01    4.4977595259e-01    8.1019200000e+00    5.3363193855e-01     | ||||
| 4.0000000000e+01    7.6000000000e+01    4.5000000000e+01    3.4686095827e-01    8.1019200000e+00    3.9588592039e-01     | ||||
| 4.0000000000e+01    7.8000000000e+01    4.5000000000e+01    3.2593470264e-01    8.1019200000e+00    3.3063859604e-01     | ||||
| 4.0000000000e+01    8.0000000000e+01    4.5000000000e+01    3.7415607430e-01    8.1019200000e+00    2.8306817232e-01     | ||||
| 4.0000000000e+01    8.2000000000e+01    4.5000000000e+01    4.4865933421e-01    8.1019200000e+00    2.1576228155e-01     | ||||
| 4.0000000000e+01    8.4000000000e+01    4.5000000000e+01    5.0345634746e-01    8.1019200000e+00    2.2399562412e-01     | ||||
| 4.0000000000e+01    8.6000000000e+01    4.5000000000e+01    5.1400218774e-01    8.1019200000e+00    3.1268268118e-01     | ||||
| 4.0000000000e+01    8.8000000000e+01    4.5000000000e+01    4.8304704479e-01    8.1019200000e+00    3.8360929489e-01     | ||||
| 4.0000000000e+01    9.0000000000e+01    4.5000000000e+01    4.2783646917e-01    8.1019200000e+00    3.9749400232e-01     | ||||
| 4.0000000000e+01    9.2000000000e+01    4.5000000000e+01    3.6267971869e-01    8.1019200000e+00    2.8902947605e-01     | ||||
| 4.0000000000e+01    9.4000000000e+01    4.5000000000e+01    2.9208462313e-01    8.1019200000e+00    1.6815444247e-01     | ||||
| 4.0000000000e+01    9.6000000000e+01    4.5000000000e+01    2.1611321683e-01    8.1019200000e+00    5.8572734281e-02     | ||||
| 4.0000000000e+01    9.8000000000e+01    4.5000000000e+01    1.3869434226e-01    8.1019200000e+00    1.8435189273e-02     | ||||
| 4.0000000000e+01    1.0000000000e+02    4.5000000000e+01    6.9873429238e-02    8.1019200000e+00    3.9489511991e-03     | ||||
| 4.0000000000e+01    1.0200000000e+02    4.5000000000e+01    2.1358428298e-02    8.1019200000e+00    5.4117507287e-02     | ||||
| 4.0000000000e+01    1.0400000000e+02    4.5000000000e+01    8.0644661013e-04    8.1019200000e+00    1.1687170461e-01     | ||||
| 4.0000000000e+01    1.0600000000e+02    4.5000000000e+01    9.0259985980e-03    8.1019200000e+00    1.4281702653e-01     | ||||
| 4.0000000000e+01    1.0800000000e+02    4.5000000000e+01    4.0371957990e-02    8.1019200000e+00    1.7708177232e-01     | ||||
| 4.0000000000e+01    1.1000000000e+02    4.5000000000e+01    8.4834047762e-02    8.1019200000e+00    1.8526318916e-01     | ||||
| 4.0000000000e+01    1.1200000000e+02    4.5000000000e+01    1.3088421701e-01    8.1019200000e+00    1.8276706198e-01     | ||||
| 4.0000000000e+01    1.1400000000e+02    4.5000000000e+01    1.6874791926e-01    8.1019200000e+00    1.8408052890e-01     | ||||
| 4.0000000000e+01    1.1600000000e+02    4.5000000000e+01    1.9342932116e-01    8.1019200000e+00    2.0232034394e-01     | ||||
| 4.0000000000e+01    1.1800000000e+02    4.5000000000e+01    2.0550534219e-01    8.1019200000e+00    2.2899941752e-01     | ||||
| 4.0000000000e+01    1.2000000000e+02    4.5000000000e+01    2.0852434745e-01    8.1019200000e+00    2.3204307259e-01     | ||||
| 4.0000000000e+01    1.2200000000e+02    4.5000000000e+01    2.0443008004e-01    8.1019200000e+00    2.1749833154e-01     | ||||
| 4.0000000000e+01    1.2400000000e+02    4.5000000000e+01    1.9134083122e-01    8.1019200000e+00    1.9030858908e-01     | ||||
| 4.0000000000e+01    1.2600000000e+02    4.5000000000e+01    1.6581162648e-01    8.1019200000e+00    1.8487166921e-01     | ||||
| 4.0000000000e+01    1.2800000000e+02    4.5000000000e+01    1.2747439532e-01    8.1019200000e+00    1.8708385335e-01     | ||||
| 4.0000000000e+01    1.3000000000e+02    4.5000000000e+01    8.1519345413e-02    8.1019200000e+00    1.8089234146e-01     | ||||
| 4.0000000000e+01    1.3200000000e+02    4.5000000000e+01    3.7718955424e-02    8.1019200000e+00    1.6560618764e-01     | ||||
| 4.0000000000e+01    1.3400000000e+02    4.5000000000e+01    7.3490032113e-03    8.1019200000e+00    1.3242149688e-01     | ||||
| 4.0000000000e+01    1.3600000000e+02    4.5000000000e+01    0.0000000000e+00    8.1019200000e+00    8.6951180163e-02     | ||||
| 4.0000000000e+01    1.3800000000e+02    4.5000000000e+01    2.0994493417e-02    8.1019200000e+00    1.8547695005e-02     | ||||
| 4.0000000000e+01    1.4000000000e+02    4.5000000000e+01    6.9538443723e-02    8.1019200000e+00    0.0000000000e+00     | ||||
| 4.0000000000e+01    1.4200000000e+02    4.5000000000e+01    1.3838210268e-01    8.1019200000e+00    2.9104107854e-02     | ||||
| 4.0000000000e+01    1.4400000000e+02    4.5000000000e+01    2.1644406672e-01    8.1019200000e+00    1.0101889691e-01     | ||||
| 4.0000000000e+01    1.4600000000e+02    4.5000000000e+01    2.9413175683e-01    8.1019200000e+00    2.3017997767e-01     | ||||
| 4.0000000000e+01    1.4800000000e+02    4.5000000000e+01    3.6749772024e-01    8.1019200000e+00    3.5275658009e-01     | ||||
| 4.0000000000e+01    1.5000000000e+02    4.5000000000e+01    4.3579754468e-01    8.1019200000e+00    3.9159870195e-01     | ||||
| 4.0000000000e+01    1.5200000000e+02    4.5000000000e+01    4.9357220695e-01    8.1019200000e+00    3.4640739946e-01     | ||||
| 4.0000000000e+01    1.5400000000e+02    4.5000000000e+01    5.2572668077e-01    8.1019200000e+00    2.6946697934e-01     | ||||
| 4.0000000000e+01    1.5600000000e+02    4.5000000000e+01    5.1522219672e-01    8.1019200000e+00    2.1580174510e-01     | ||||
| 4.0000000000e+01    1.5800000000e+02    4.5000000000e+01    4.6013568981e-01    8.1019200000e+00    2.2752034216e-01     | ||||
| 4.0000000000e+01    1.6000000000e+02    4.5000000000e+01    3.8590124544e-01    8.1019200000e+00    3.0687738540e-01     | ||||
| 4.0000000000e+01    1.6200000000e+02    4.5000000000e+01    3.3858971098e-01    8.1019200000e+00    3.5713369596e-01     | ||||
| 4.0000000000e+01    1.6400000000e+02    4.5000000000e+01    3.6032241322e-01    8.1019200000e+00    4.7068798155e-01     | ||||
| 4.0000000000e+01    1.6600000000e+02    4.5000000000e+01    4.6317537319e-01    8.1019200000e+00    6.4099240856e-01     | ||||
| 4.0000000000e+01    1.6800000000e+02    4.5000000000e+01    6.2088738076e-01    8.1019200000e+00    7.7679582775e-01     | ||||
| 4.0000000000e+01    1.7000000000e+02    4.5000000000e+01    7.8430654897e-01    8.1019200000e+00    8.6998807589e-01     | ||||
| 4.0000000000e+01    1.7200000000e+02    4.5000000000e+01    9.0942984225e-01    8.1019200000e+00    9.4653097575e-01     | ||||
| 4.0000000000e+01    1.7400000000e+02    4.5000000000e+01    9.7814322905e-01    8.1019200000e+00    9.8126037022e-01     | ||||
| 4.0000000000e+01    1.7600000000e+02    4.5000000000e+01    1.0000000000e+00    8.1019200000e+00    9.9921966024e-01     | ||||
| 4.0000000000e+01    1.7800000000e+02    4.5000000000e+01    9.9853185361e-01    8.1019200000e+00    9.9171627794e-01     | ||||
| 4.0000000000e+01    1.8000000000e+02    4.5000000000e+01    9.9476843609e-01    8.1019200000e+00    9.9782458916e-01     | ||||
| 4.0000000000e+01    1.8200000000e+02    4.5000000000e+01    9.9679489168e-01    8.1019200000e+00    1.0000000000e+00     | ||||
| 4.0000000000e+01    1.8400000000e+02    4.5000000000e+01    9.9675353544e-01    8.1019200000e+00    9.8756046621e-01     | ||||
| 4.0000000000e+01    1.8600000000e+02    4.5000000000e+01    9.7382150235e-01    8.1019200000e+00    9.4838687031e-01     | ||||
| 4.0000000000e+01    1.8800000000e+02    4.5000000000e+01    9.0467387506e-01    8.1019200000e+00    8.7131954373e-01     | ||||
| 4.0000000000e+01    1.9000000000e+02    4.5000000000e+01    7.7981939732e-01    8.1019200000e+00    7.7431748719e-01     | ||||
| 4.0000000000e+01    1.9200000000e+02    4.5000000000e+01    6.1728938820e-01    8.1019200000e+00    6.4990286255e-01     | ||||
| 4.0000000000e+01    1.9400000000e+02    4.5000000000e+01    4.6094213642e-01    8.1019200000e+00    5.1338728208e-01     | ||||
| 4.0000000000e+01    1.9600000000e+02    4.5000000000e+01    3.5955732285e-01    8.1019200000e+00    3.8546338936e-01     | ||||
| 4.0000000000e+01    1.9800000000e+02    4.5000000000e+01    3.3910666394e-01    8.1019200000e+00    3.1970978921e-01     | ||||
| 4.0000000000e+01    2.0000000000e+02    4.5000000000e+01    3.8724532313e-01    8.1019200000e+00    2.6255462716e-01     | ||||
| 4.0000000000e+01    2.0200000000e+02    4.5000000000e+01    4.6174858303e-01    8.1019200000e+00    2.1806740599e-01     | ||||
| 4.0000000000e+01    2.0400000000e+02    4.5000000000e+01    5.1664898688e-01    8.1019200000e+00    2.3135453751e-01     | ||||
| 4.0000000000e+01    2.0600000000e+02    4.5000000000e+01    5.2680194292e-01    8.1019200000e+00    3.2560013933e-01     | ||||
| 4.0000000000e+01    2.0800000000e+02    4.5000000000e+01    4.9439933168e-01    8.1019200000e+00    3.9011362629e-01     | ||||
| 4.0000000000e+01    2.1000000000e+02    4.5000000000e+01    4.3664534753e-01    8.1019200000e+00    4.1050529024e-01     | ||||
| 4.0000000000e+01    2.1200000000e+02    4.5000000000e+01    3.6851094803e-01    8.1019200000e+00    3.0397023728e-01     | ||||
| 4.0000000000e+01    2.1400000000e+02    4.5000000000e+01    2.9539312204e-01    8.1019200000e+00    1.5921766214e-01     | ||||
| 4.0000000000e+01    2.1600000000e+02    4.5000000000e+01    2.1799492559e-01    8.1019200000e+00    6.3149467465e-02     | ||||
| 4.0000000000e+01    2.1800000000e+02    4.5000000000e+01    1.4038994795e-01    8.1019200000e+00    1.7669025237e-02     | ||||
| 4.0000000000e+01    2.2000000000e+02    4.5000000000e+01    7.2396159660e-02    8.1019200000e+00    1.0125515895e-02     | ||||
| 4.0000000000e+01    2.2200000000e+02    4.5000000000e+01    2.5132184871e-02    8.1019200000e+00    5.6415999395e-02     | ||||
| 4.0000000000e+01    2.2400000000e+02    4.5000000000e+01    5.5479391153e-03    8.1019200000e+00    1.2594116670e-01     | ||||
| 4.0000000000e+01    2.2600000000e+02    4.5000000000e+01    1.3883288565e-02    8.1019200000e+00    1.5201774530e-01     | ||||
| 4.0000000000e+01    2.2800000000e+02    4.5000000000e+01    4.4360766993e-02    8.1019200000e+00    1.7752729502e-01     | ||||
| 4.0000000000e+01    2.3000000000e+02    4.5000000000e+01    8.7327828818e-02    8.1019200000e+00    1.8299807375e-01     | ||||
| 4.0000000000e+01    2.3200000000e+02    4.5000000000e+01    1.3182507139e-01    8.1019200000e+00    1.8384711701e-01     | ||||
| 4.0000000000e+01    2.3400000000e+02    4.5000000000e+01    1.6853286683e-01    8.1019200000e+00    1.8275206122e-01     | ||||
| 4.0000000000e+01    2.3600000000e+02    4.5000000000e+01    1.9256084019e-01    8.1019200000e+00    2.0682828790e-01     | ||||
| 4.0000000000e+01    2.3800000000e+02    4.5000000000e+01    2.0440940193e-01    8.1019200000e+00    2.2654829264e-01     | ||||
| 4.0000000000e+01    2.4000000000e+02    4.5000000000e+01    2.0742840719e-01    8.1019200000e+00    2.4034599563e-01     | ||||
|  | @ -13,12 +13,16 @@ | |||
|    "source": [ | ||||
|     "# Activity 3: Adsorbates and the single scattering approach\n", | ||||
|     "\n", | ||||
|     "Photoelectron diffraction is widely used to study the adsorption of atoms or molecules on a crystalline surface. Photoelectrons from adsorbates are scattered by the underlying surface, carrying information about the adsorption site, bond length and molecule orientation…. Thanks to a simulation, such information becomes quantitative with a high degree of accuracy.\n", | ||||
|     "Photoelectron diffraction is widely used to study the adsorption of atoms or molecules on a crystalline surface. Photoelectrons from adsorbates are scattered by the underlying surface, carrying information about the adsorption site, bond length and/or molecule orientation…. Thanks to a simulation, such information becomes quantitative with a high degree of accuracy.\n", | ||||
|     "\n", | ||||
|     "Calculations of the multiple scattering using matrix inversion have the great advantage of being exact, including all scattering paths. On the other hand, memory consumption soon becomes a problem as the kinetic energy and number of atoms to be considered increase. As an approximation, it is possible to only consider a single scattering from the emitter to any atom in the cluster. This approximation is extremely computationally fast and gives satisfactory results for adsorbates. We’ll see later that this approach is rather too simplistic for most cases.\n", | ||||
|     "Calculations of the multiple scattering using matrix inversion have the great advantage of being exact, including all scattering paths. On the other hand, memory consumption soon becomes a problem as the kinetic energy and number of atoms to be considered increase. As an approximation, it is possible to only consider a single scattering from the emitter to any atom in the cluster. This approximation is extremely computationally fast and can give satisfactory results for adsorbates. We’ll see later that this approach is rather too simplistic for most cases.\n", | ||||
|     "\n", | ||||
|     "## Oxygen on Rh(001)\n", | ||||
|     "In a paper published in 1998, T. Gerber et al. used the quite high backscattering factor of Rhodium atoms to probe the distance of Oxygen atoms adsorbed on a Rhodium surface. Some electrons coming from Oxygen atoms are ejected toward the Rhodium surface. They are then backscattered and interfere with the direct signal comming from Oxygen atoms (see the figure below). They demonstrated both experimentally and numerically with a sinle scattering computation that this lead to a very accurate probe of adsorbed species that can be sensitive to bond length changes of the order of {math}`\\pm 0.02 \\mathring{A}`." | ||||
|     "In a paper published in 1998, T. Gerber *et al.* used the quite high backscattering factor of Rhodium atoms to probe the distance of Oxygen atoms adsorbed on a Rhodium surface. Some electrons coming from Oxygen atoms are ejected toward the Rhodium surface. They are then backscattered and interfere with the direct signal comming from Oxygen atoms (see the figure below). They demonstrated both experimentally and numerically with a sinle scattering computation that this lead to a very accurate probe of adsorbed species that can be sensitive to bond length changes of the order of {math}`\\pm 0.02 \\mathring{A}`.\n", | ||||
|     "\n", | ||||
|     ":::{seealso}\n", | ||||
|     "based on this paper from T. Greber *et al.* [Phys. Rev. Lett. **81**(8) p1654 (1998)](https://doi.org/10.1103/PhysRevLett.81.1654)\n", | ||||
|     ":::" | ||||
|    ] | ||||
|   }, | ||||
|   { | ||||
|  | @ -50,14 +54,30 @@ | |||
|     "tags": [] | ||||
|    }, | ||||
|    "source": [ | ||||
|     "By using the Atoms class of the ase package, try to build a O-Rh chain where atoms are 0.4 nm apart\n", | ||||
|     "### Computing the scattering factor\n", | ||||
|     "\n", | ||||
|     "*unfold to see the answer*" | ||||
|     "To illustrate that photoelectrons emitted by Oxygen adsorbates towards the Rhodium surface can be backscattered, we will start by computing the scattering factor for both O and Rh atoms.\n", | ||||
|     "\n", | ||||
|     "::::{tab-set}\n", | ||||
|     "\n", | ||||
|     ":::{tab-item} <i class=\"fa-solid fa-circle-question\"></i> Quiz\n", | ||||
|     "By using the `Atoms` class of the `ase` package, try to build a O-Rh chain where atoms are 4 Å apart. Here is the begining of the script. Try to complete the line of code and view your two-atoms chain.\n", | ||||
|     "\n", | ||||
|     "```python\n", | ||||
|     "from ase import Atoms\n", | ||||
|     "from ase.visualize import view\n", | ||||
|     "\n", | ||||
|     "# Create an atomic chain O-Rh\n", | ||||
|     "cluster = Atoms(... # Fill this line\n", | ||||
|     "```\n", | ||||
|     ":::\n", | ||||
|     "\n", | ||||
|     "::::" | ||||
|    ] | ||||
|   }, | ||||
|   { | ||||
|    "cell_type": "code", | ||||
|    "execution_count": 2, | ||||
|    "execution_count": 5, | ||||
|    "id": "55929980-7394-4a60-b554-376adce57dbf", | ||||
|    "metadata": { | ||||
|     "editable": true, | ||||
|  | @ -68,6 +88,28 @@ | |||
|      "hide-cell" | ||||
|     ] | ||||
|    }, | ||||
|    "outputs": [], | ||||
|    "source": [ | ||||
|     "from ase import Atoms\n", | ||||
|     "from ase.visualize import view\n", | ||||
|     "\n", | ||||
|     "# Create an atomic chain O-Rh\n", | ||||
|     "cluster = Atoms(['O', 'Rh'], positions = [(0,0,0), (0,0,4.)])" | ||||
|    ] | ||||
|   }, | ||||
|   { | ||||
|    "cell_type": "code", | ||||
|    "execution_count": 6, | ||||
|    "id": "2f296e2c-2a34-4266-98a8-362ede072659", | ||||
|    "metadata": { | ||||
|     "editable": true, | ||||
|     "slideshow": { | ||||
|      "slide_type": "" | ||||
|     }, | ||||
|     "tags": [ | ||||
|      "remove-input" | ||||
|     ] | ||||
|    }, | ||||
|    "outputs": [ | ||||
|     { | ||||
|      "data": { | ||||
|  | @ -162,17 +204,12 @@ | |||
|        "<IPython.core.display.HTML object>" | ||||
|       ] | ||||
|      }, | ||||
|      "execution_count": 2, | ||||
|      "execution_count": 6, | ||||
|      "metadata": {}, | ||||
|      "output_type": "execute_result" | ||||
|     } | ||||
|    ], | ||||
|    "source": [ | ||||
|     "from ase import Atoms\n", | ||||
|     "from ase.visualize import view\n", | ||||
|     "\n", | ||||
|     "# Create an atomic chain O-Rh\n", | ||||
|     "cluster = Atoms(['O', 'Rh'], positions = [(0,0,0), (0,0,4.)])\n", | ||||
|     "view(cluster, viewer='x3d')" | ||||
|    ] | ||||
|   }, | ||||
|  | @ -187,41 +224,12 @@ | |||
|     "tags": [] | ||||
|    }, | ||||
|    "source": [ | ||||
|     "As previously, we create a calculator, we attach our 2 atoms cluster to this calculator and we define the first atom in the chain as the emitter" | ||||
|    ] | ||||
|   }, | ||||
|   { | ||||
|    "cell_type": "code", | ||||
|    "execution_count": 3, | ||||
|    "id": "b1f01f60-7d46-49f3-9653-57e6f8f2be02", | ||||
|    "metadata": { | ||||
|     "editable": true, | ||||
|     "slideshow": { | ||||
|      "slide_type": "" | ||||
|     }, | ||||
|     "tags": [ | ||||
|      "remove-output" | ||||
|     ] | ||||
|    }, | ||||
|    "outputs": [ | ||||
|     { | ||||
|      "name": "stderr", | ||||
|      "output_type": "stream", | ||||
|      "text": [ | ||||
|       "'NoneType' object has no attribute 'upper'\n", | ||||
|       "'integrals' is ignored since the 'spinpol' global parameter is set to False. Enable spin polarization in the constructor of your Calculator if you want to use this option.\n", | ||||
|       "The sample temperature was set, but will be ignored since 'use_debye_model' parameter is False.\n", | ||||
|       "The sample Debye temperature was set, but will be ignored since 'use_debye_model' parameter is False.\n", | ||||
|       "You must define the absorber before setting the atoms to thecalculator.\n" | ||||
|      ] | ||||
|     } | ||||
|    ], | ||||
|    "source": [ | ||||
|     "from msspec.calculator import MSSPEC\n", | ||||
|     "As previously, we create a calculator, we attach our 2 atoms cluster to this calculator and we define the first atom in the chain as the emitter\n", | ||||
|     "\n", | ||||
|     "calc = MSSPEC(spectroscopy='PED')\n", | ||||
|     "calc.set_atoms(cluster)\n", | ||||
|     "cluster.emitter = 0" | ||||
|     ":::{literalinclude} RhO_sf.py\n", | ||||
|     ":start-at: calc =\n", | ||||
|     ":end-at: emitter =\n", | ||||
|     ":::" | ||||
|    ] | ||||
|   }, | ||||
|   { | ||||
|  | @ -235,291 +243,15 @@ | |||
|     "tags": [] | ||||
|    }, | ||||
|    "source": [ | ||||
|     "We use the *get_scattering_factors* method to compute the scattering factors at 723 eV" | ||||
|    ] | ||||
|   }, | ||||
|   { | ||||
|    "cell_type": "code", | ||||
|    "execution_count": 4, | ||||
|    "id": "7706c659-5b62-427b-94ca-d3e890582e46", | ||||
|    "metadata": { | ||||
|     "collapsed": true, | ||||
|     "editable": true, | ||||
|     "jupyter": { | ||||
|      "outputs_hidden": true | ||||
|     }, | ||||
|     "slideshow": { | ||||
|      "slide_type": "" | ||||
|     }, | ||||
|     "tags": [ | ||||
|      "remove-output" | ||||
|     ] | ||||
|    }, | ||||
|    "outputs": [ | ||||
|     { | ||||
|      "name": "stdout", | ||||
|      "output_type": "stream", | ||||
|      "text": [ | ||||
|       " _________________________________________________________________\n", | ||||
|       "\n", | ||||
|       "                               PHAGEN\n", | ||||
|       " _________________________________________________________________\n", | ||||
|       "\n", | ||||
|       " -----------------------------------------------------------------\n", | ||||
|       "  parameters for this xpd calculation:\n", | ||||
|       " -----------------------------------------------------------------\n", | ||||
|       "  edge= k \n", | ||||
|       "  potype= hedin     norman= stdcrm    absorber=  1\n", | ||||
|       "  coor= angs        emin=   53.14 Ry  emax=   53.14 Ry\n", | ||||
|       "  delta=  0.300 Ry  gamma=  0.00  Ry  eftri=  0.000  Ry\n", | ||||
|       "  cip=    0.00  Ry  lmaxt= 19         charelx: ex\n", | ||||
|       "  ionization state : neutral\n", | ||||
|       "  relativistic corrections of type: nr\n", | ||||
|       "  final state potential generated internally\n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "  Computes the T-matrix and radial matrix elements                              \n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "  coordinates in angstroms                         Radii\n", | ||||
|       " -----------------------------------------------------------------\n", | ||||
|       "  O      8    0.0000    0.0000    0.0000    0.0000 0.0000\n", | ||||
|       "  Rh    45    0.0000    0.0000    4.0000    0.0000 0.0000\n", | ||||
|       " -----------------------------------------------------------------\n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "  ** enter calphas **\n", | ||||
|       "                        ---\n", | ||||
|       "  total energy for atom in ground state \n", | ||||
|       "  total energy for atom with a hole in k  edge\n", | ||||
|       "  calculated ionization energy for edge k  =    545.41802450847172       eV\n", | ||||
|       "                        ---\n", | ||||
|       "  calculated ionization potential (ryd)    =   40.104265383081511     \n", | ||||
|       "                        ---\n", | ||||
|       "           \n", | ||||
|       "           \n", | ||||
|       "  symmetrizing coordinates... \n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "               symmetrized atomic coordinates of cluster  \n", | ||||
|       "\n", | ||||
|       "                                  position\n", | ||||
|       "            atom    no.    x         y         z        eq\n", | ||||
|       "\n", | ||||
|       "           1  osph     0    0.0000    0.0000    0.0000     0\n", | ||||
|       "           2  O        8    0.0000    0.0000   -6.4179     0\n", | ||||
|       "           3  Rh      45    0.0000    0.0000    1.1410     0\n", | ||||
|       "\n", | ||||
|       "  computing muffin tin potential and phase shifts\n", | ||||
|       "  generating core state wavefunction \n", | ||||
|       "  generating final potential (complex hedin-lundqvist exchange)    \n", | ||||
|       "  MT radii for Hydrogen atoms determined by stdcrm unless other options are specified\n", | ||||
|       "\n", | ||||
|       " -----------------------------------------------------------------\n", | ||||
|       "  i    rs(i)   i=1,natoms      \n", | ||||
|       "    1   10.94    2    3.04    3    4.52\n", | ||||
|       "  N.B.: Order of atoms as reshuffled by symmetry routines \n", | ||||
|       " -----------------------------------------------------------------\n", | ||||
|       "\n", | ||||
|       "  input value for coulomb interst. potential = -0.69999999999999996     \n", | ||||
|       "  and interstitial rs =   3.0000000000000000     \n", | ||||
|       "  lower bound for coulomb interst. potential =  -9.0265383897774280E-003\n", | ||||
|       "  and for interst. rs =   7.1645607045202233     \n", | ||||
|       "\n", | ||||
|       "  lmax assignment based on l_max = r_mt * k_e + 2\n", | ||||
|       "  where e is the running energy\n", | ||||
|       "  optimal lmax chosen according to the running energy e for each atom\n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "  number of centers=    2\n", | ||||
|       "\n", | ||||
|       "  starting potentials and/or charge densities written to file 13\n", | ||||
|       "  symmetry information generated internally\n", | ||||
|       "  symmetry information  written  to file 14\n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "  core initial state of type: 1s1/2\n", | ||||
|       "\n", | ||||
|       "  fermi level =  -0.06986\n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "  generating t_l (for030) and atomic cross section (for050)\n", | ||||
|       " corewf: fnisx =   0.99960409001060369     \n", | ||||
|       " writing atomic orbital energies\n", | ||||
|       "  orbital energy  (Ryd   eV)  1s     -41.398732282531711       -563.22973375300819     \n", | ||||
|       "  orbital energy  (Ryd   eV)  2s     -2.5058958613249085       -34.092712046217287     \n", | ||||
|       "  orbital energy  (Ryd   eV)  2p1/2  -1.2046159289785867       -16.388799162324261     \n", | ||||
|       "  orbital energy  (Ryd   eV)  2p3/2  -1.2524515821366835       -17.039603201642745     \n", | ||||
|       "\n", | ||||
|       " using overlapped potential to search for core states of photoabsorber\n", | ||||
|       "\n", | ||||
|       "  calculating non relativistic core states\n", | ||||
|       " ------------------------------\n", | ||||
|       "  energy of core state =   -42.185368888826872       for orbital =1s   \n", | ||||
|       "  n. of zeros found:           0  expected:            0\n", | ||||
|       "\n", | ||||
|       "  calculating relativistic core states\n", | ||||
|       "  energy of core state =   -42.238351573130871       for orb =1s   \n", | ||||
|       "  n. of zeros found:           0  expected:            0\n", | ||||
|       " -------------------------------\n", | ||||
|       "  density of the valence charge (au^{-3}   2.7365838297823178E-003\n", | ||||
|       "  rs_v corresponding to valence density (au)   4.4350742743021581     \n", | ||||
|       "  valence plasmon energy (in eV)    4.4646221434201410     \n", | ||||
|       "\n", | ||||
|       "  gamma =  0.000000   rsint = 15.696380\n", | ||||
|       "\n", | ||||
|       "  check in subroutine cont\n", | ||||
|       "  order of neighb. -- symb. -- dist. from absorber\n", | ||||
|       "  \n", | ||||
|       "           2 Rh         7.5589045018313126     \n", | ||||
|       "  -----------------------------------------------------------------\n", | ||||
|       "        1            O             0.000000\n", | ||||
|       "        2            Rh            7.558905\n", | ||||
|       "        1            O             0.000000\n", | ||||
|       "        2            Rh            7.558905\n", | ||||
|       "   \n", | ||||
|       "  irho =           2  entering vxc to calculate energy dependent exchange\n", | ||||
|       "  energy dependent vcon =   (-6.82152172101615703E-003,1.67511733431198982E-002)  at energy   53.139499999999998     \n", | ||||
|       "  check ionization potential:   40.104265383081511     \n", | ||||
|       "   \n", | ||||
|       "   \n", | ||||
|       "  value of the mean free path:\n", | ||||
|       " -----------------------------------------------------------------\n", | ||||
|       "  average mean free path in the cluster     : mfp =  30.25827  angstrom at energy   53.13950\n", | ||||
|       "\n", | ||||
|       " -----------------------------------------------------------------\n", | ||||
|       "   \n", | ||||
|       "  calculating atomic t-matrix elements atm(n)\n", | ||||
|       "  check orthogonality between core and continuum state\n", | ||||
|       "  scalar product between core and continuum state = (-4.41068611043292647E-002,-8.76975637885601326E-004)\n", | ||||
|       "  --- sqrt(xe/pi) =        (1.5233278454390002,-1.20034309405237769E-004)\n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "                ** phagen terminated normally ** \n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "**********************************************************************************\n", | ||||
|       "*********************                                        *********************\n", | ||||
|       "*********************                                        *********************\n", | ||||
|       "*********************             spec input file            *********************\n", | ||||
|       "*********************                                        *********************\n", | ||||
|       "*********************                                        *********************\n", | ||||
|       "**********************************************************************************\n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "                                CRYSTAL STRUCTURE :          \n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "            1.000     0                             A,IBAS\n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "                TYPE OF CALCULATION : POLAR PHOTOELECTRON DIFFRACTION\n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "                       TYPE OF CALCULATION : SCATTERING FACTOR\n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "                           PhD EXPERIMENTAL PARAMETERS :     \n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "            0         0         0                   ISPIN,IDICHR,IPOL\n", | ||||
|       "           1s                   2         0         LI,S-O,INITL,I_SO\n", | ||||
|       "            0         1         0         1         IPHI,ITHETA,IE,IFTHET\n", | ||||
|       "            1       577         1       577         NPHI,NTHETA,NE,NFTHET\n", | ||||
|       "            0.00   -360.00    723.00      0.500     PHI0,THETA0,E0,R0\n", | ||||
|       "            0.00      0.00    723.00     -1.000     PHI1,THETA1,EFIN,R1\n", | ||||
|       "          -55.00      0.00   1253.60                THLUM,PHILUM,ELUM\n", | ||||
|       "            1         0         0.00      0         IMOD,IMOY,ACCEPT,ICHKDIR\n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "                             CALCULATION PARAMETERS :        \n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "            0         3         0         0         NO,NDIF,ISPHER,I_GR\n", | ||||
|       "            0         1         1.000     0.000     I_REN,N_REN,REN_R,REN_I\n", | ||||
|       "            0         0         0         0         ISFLIP,IR_DIA,ITRTL,I_TEST\n", | ||||
|       "            1         1                             NEMET,IEMET(NEMET)\n", | ||||
|       "            0         1       100         0.00      ISOM,NONVOL,NPATH,VINT\n", | ||||
|       "            0         1         0         0         IFWD,NTHOUT,I_NO,I_RA\n", | ||||
|       "            0        20.00      0        20.00      N_RA(NAT),THFWD(NAT),IBWD(NAT),THBWD(NAT)\n", | ||||
|       "            0        20.00      0        20.00      N_RA(NAT),THFWD(NAT),IBWD(NAT),THBWD(NAT)\n", | ||||
|       "            0         2         0.0100    1         IPW,NCUT,PCTINT,IPP\n", | ||||
|       "            0        10.00    ANG                   ILENGTH,RLENGTH,UNLENGTH\n", | ||||
|       "            0         1         1         1         IDWSPH,ISPEED,IATT,IPRINT\n", | ||||
|       "            0       420.000   293.000     1.20      IDCM,TD,T,RSJ\n", | ||||
|       "            2        15.00                          ILPM,XLPM0\n", | ||||
|       "            0.00000   0.00000                       UJ2(NAT)  : SUBSTRATE\n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "     <<<<<<<<<<  AS THE CALCULATION HAS MORE THAN 250 POINTS, SOME OUTPUTS HAVE BEEN SUPRESSED  >>>>>>>>>>\n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "            MAXIMAL VALUES OF L FOR THE   2 PROTOTYPICAL ATOMS : \n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "                            24     35\n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "   ---> CHECK FOR ZEROS IN THE TL FILE TO REDUCE THE AMOUNT OF COMPUTING :\n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "  (ONLY THE MATRIX ELEMENTS NON ZERO TO THE FIRST 9 DECIMAL DIGITS ARE KEPT)\n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "               ENERGY POINT No   1\n", | ||||
|       "\n", | ||||
|       "        PROTOTYPICAL ATOM No     1  INITIAL LMAX = 24   FINAL LMAX = 24\n", | ||||
|       "        PROTOTYPICAL ATOM No     2  INITIAL LMAX = 35   FINAL LMAX = 35\n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "\n", | ||||
|       "                           CALCULATION OF THE SCATTERING FACTOR DONE\n" | ||||
|      ] | ||||
|     } | ||||
|    ], | ||||
|    "source": [ | ||||
|     "# compute the scattering factor\n", | ||||
|     "data = calc.get_scattering_factors(level='1s', kinetic_energy=723)" | ||||
|     "::::{tab-set}\n", | ||||
|     "\n", | ||||
|     ":::{tab-item} <i class=\"fa-solid fa-circle-question\"></i> Quiz\n", | ||||
|     "We use the `get_scattering_factors` method [(see its documentation)](https://msspec.cnrs.fr/modules/calculator.html#calculator._PED.get_scattering_factors) to compute the scattering factors at 723 eV.\n", | ||||
|     "\n", | ||||
|     "How large is the backscattering factor of Rhodium with respect to that of Oxygen ?\n", | ||||
|     ":::\n", | ||||
|     "\n", | ||||
|     "::::" | ||||
|    ] | ||||
|   }, | ||||
|   { | ||||
|  | @ -533,10 +265,12 @@ | |||
|     "tags": [] | ||||
|    }, | ||||
|    "source": [ | ||||
|     "How large is the backscattering factor of Rhodium with respect to that of Oxygen ?\n", | ||||
|     "\n", | ||||
|     "```{toggle}\n", | ||||
|     "\n", | ||||
|     ":::{literalinclude} RhO_sf.py\n", | ||||
|     ":start-at: Compute\n", | ||||
|     ":::\n", | ||||
|     "\n", | ||||
|     ":::{figure-md} SF-fig\n", | ||||
|     "<img src=\"RhO_fig1.jpg\" alt=\"Scattering factors\" width=\"600px\" align=\"center\">\n", | ||||
|     "\n", | ||||
|  | @ -548,7 +282,7 @@ | |||
|   }, | ||||
|   { | ||||
|    "cell_type": "markdown", | ||||
|    "id": "9d18ecc3-27a7-4f4d-98ae-7ff1c309bbfb", | ||||
|    "id": "e7da60a3-b4e3-45ec-9d0e-62cb592f0687", | ||||
|    "metadata": { | ||||
|     "editable": true, | ||||
|     "slideshow": { | ||||
|  | @ -556,7 +290,61 @@ | |||
|     }, | ||||
|     "tags": [] | ||||
|    }, | ||||
|    "source": [] | ||||
|    "source": [ | ||||
|     "### Interferences due to backscattering\n", | ||||
|     "\n", | ||||
|     "Let an Oxygen atom (in red) being adsorbed at a distance $z_0$ of an *fcc* site of the Rh(111) surface." | ||||
|    ] | ||||
|   }, | ||||
|   { | ||||
|    "cell_type": "markdown", | ||||
|    "id": "68048f33-318d-400e-a815-769660f2b6c5", | ||||
|    "metadata": { | ||||
|     "editable": true, | ||||
|     "slideshow": { | ||||
|      "slide_type": "" | ||||
|     }, | ||||
|     "tags": [ | ||||
|      "remove-input" | ||||
|     ] | ||||
|    }, | ||||
|    "source": [ | ||||
|     ":::{figure-md} Rho-fig2a\n", | ||||
|     "<img src=\"RhO_fig2a.jpg\" width=\"600px\" align=\"center\">\n", | ||||
|     "\n", | ||||
|     "Small cluster used for the calculation.\n", | ||||
|     ":::" | ||||
|    ] | ||||
|   }, | ||||
|   { | ||||
|    "cell_type": "markdown", | ||||
|    "id": "d6145250-5548-49a6-8b50-0bb7c5b454da", | ||||
|    "metadata": { | ||||
|     "editable": true, | ||||
|     "slideshow": { | ||||
|      "slide_type": "" | ||||
|     }, | ||||
|     "tags": [] | ||||
|    }, | ||||
|    "source": [ | ||||
|     "We will compute  for different values of the adsorption height $z_0$.\n", | ||||
|     "\n", | ||||
|     "::::{tab-set}\n", | ||||
|     "\n", | ||||
|     ":::{tab-item} <i class=\"fa-solid fa-circle-question\"></i> Quiz\n", | ||||
|     "Complete the script below to compute the ($\\theta,\\phi$) scan of the photodiffraction of O(1s) adsorbed on a *fcc* site on Rh(111) surface.\n", | ||||
|     "\n", | ||||
|     "```{literalinclude} RhO_tofill.py\n", | ||||
|     ":lineno-match:\n", | ||||
|     ":emphasize-lines: 6,8,12,13\n", | ||||
|     "```\n", | ||||
|     "\n", | ||||
|     "As proposed in the comments, add a loop to vary the adsorption height of Oxygen between 1.10 and 1.65 Å.\n", | ||||
|     "What is the bond length difference between to intensity maxima ?\n", | ||||
|     ":::\n", | ||||
|     "\n", | ||||
|     "::::" | ||||
|    ] | ||||
|   }, | ||||
|   { | ||||
|    "cell_type": "markdown", | ||||
|  | @ -571,6 +359,11 @@ | |||
|    "source": [ | ||||
|     "```{toggle}\n", | ||||
|     "\n", | ||||
|     ":::{literalinclude} RhO_completed.py\n", | ||||
|     ":lineno-match:\n", | ||||
|     ":emphasize-lines: 6,8,12,13\n", | ||||
|     ":::\n", | ||||
|     "\n", | ||||
|     ":::{figure-md} stereo-fig\n", | ||||
|     "<img src=\"RhO_fig2b.gif\" alt=\"Scattering factors\" width=\"600px\" align=\"center\">\n", | ||||
|     "\n", | ||||
|  | @ -578,13 +371,16 @@ | |||
|     "on top of a fcc site of 3 Rh atoms at various altitudes {math}`z_0`\n", | ||||
|     ":::\n", | ||||
|     "\n", | ||||
|     "\n", | ||||
|     "You can see on the stereographic projection 3 bright circles representing fringes of constructive interference between the direct O(1s) photoelectron wave and that backscattered by the Rhodium atoms. The center of these annular shapes changes from bright to dark due to the variation of the Oxygen atom height above the surface which changes the path difference.\n", | ||||
|     "\n", | ||||
|     "```" | ||||
|    ] | ||||
|   }, | ||||
|   { | ||||
|    "cell_type": "code", | ||||
|    "execution_count": null, | ||||
|    "id": "1e0b2cc9-bfd6-4abf-81b0-629c4d122141", | ||||
|    "id": "3621c545-3e3a-439c-ab91-a76202cf2644", | ||||
|    "metadata": { | ||||
|     "editable": true, | ||||
|     "slideshow": { | ||||
|  | @ -612,7 +408,7 @@ | |||
|    "name": "python", | ||||
|    "nbconvert_exporter": "python", | ||||
|    "pygments_lexer": "ipython3", | ||||
|    "version": "3.11.13" | ||||
|    "version": "3.11.3" | ||||
|   } | ||||
|  }, | ||||
|  "nbformat": 4, | ||||
|  |  | |||
|  | @ -0,0 +1,24 @@ | |||
| from msspec.calculator import MSSPEC | ||||
| from ase.build import fcc111, add_adsorbate | ||||
| import numpy as np | ||||
| 
 | ||||
| data = None | ||||
| all_z = np.arange(1.10, 1.65, 0.05) | ||||
| 
 | ||||
| for zi, z0 in enumerate(all_z): | ||||
|     # construct the cluster | ||||
|     cluster = fcc111('Rh', size = (2,2,1)) | ||||
|     cluster.pop(3) | ||||
|     add_adsorbate(cluster, 'O', z0, position='fcc') | ||||
|     cluster.emitter = len(cluster) - 1 | ||||
| 
 | ||||
|     # Define a calculator | ||||
|     calc = MSSPEC(spectroscopy='PED', algorithm='expansion') | ||||
|     calc.set_atoms(cluster) | ||||
| 
 | ||||
|     # Compute | ||||
|     data = calc.get_theta_phi_scan(level='1s', kinetic_energy=723, data=data) | ||||
|     dset = data[-1] | ||||
|     dset.title = "{:d}) z = {:.2f} angstroms".format(zi, z0) | ||||
| 
 | ||||
| data.view() | ||||
|  | @ -0,0 +1,25 @@ | |||
| from msspec.calculator import MSSPEC | ||||
| from ase.build import fcc111, add_adsorbate | ||||
| import numpy as np | ||||
| 
 | ||||
| data = None | ||||
| all_z = np.arange(1.10, 1.65, 0.05) | ||||
| 
 | ||||
| for zi, z0 in enumerate(all_z): | ||||
|     # construct the cluster | ||||
|     cluster = fcc111('Rh', size = (2,2,1)) | ||||
|     cluster.pop(3) | ||||
|     add_adsorbate(cluster, 'O', z0, position='fcc') | ||||
|     cluster.emitter = len(cluster) - 1 | ||||
| 
 | ||||
|     # Define a calculator for single scattering calculations | ||||
|     calc = MSSPEC(spectroscopy='PED', algorithm='expansion') | ||||
|     calc.calculation_parameters.scattering_order = 1 | ||||
|     calc.set_atoms(cluster) | ||||
| 
 | ||||
|     # Compute | ||||
|     data = calc.get_theta_phi_scan(level='1s', kinetic_energy=723, data=data) | ||||
|     dset = data[-1] | ||||
|     dset.title = "{:d}) z = {:.2f} angstroms".format(zi, z0) | ||||
| 
 | ||||
| data.view() | ||||
|  | @ -0,0 +1,17 @@ | |||
| from ase import Atoms | ||||
| from ase.visualize import view | ||||
| from msspec.calculator import MSSPEC | ||||
| 
 | ||||
| # Create an atomic chain O-Rh | ||||
| cluster = Atoms(['O', 'Rh'], positions = [(1,0,0), (0,0,4.)]) | ||||
| 
 | ||||
| # Create a calculator | ||||
| calc = MSSPEC(spectroscopy='PED') | ||||
| calc.set_atoms(cluster) | ||||
| cluster.emitter = 0 | ||||
| 
 | ||||
| # Compute the scattering factor | ||||
| data = calc.get_scattering_factors(kinetic_energy=723) | ||||
| 
 | ||||
| # Popup the results | ||||
| data.view() | ||||
|  | @ -0,0 +1,23 @@ | |||
| from msspec.calculator import MSSPEC | ||||
| from ase.build import fcc111, add_adsorbate | ||||
| import numpy as np | ||||
| 
 | ||||
| data = None | ||||
| all_z = ... # -> Define a list of z values for the adsorbate | ||||
| 
 | ||||
| for ... # -> Complete this for-loop over z values | ||||
|     # construct the cluster | ||||
|     cluster = fcc111('Rh', size = (2,2,1)) | ||||
|     cluster.pop(3) | ||||
|     add_adsorbate(... # -> Put the oxygen atom on the fcc site | ||||
|     cluster.emitter = ... # -> Oxygen is the last atom we added, so the indice is... | ||||
| 
 | ||||
|     # Define a calculator for single scattering calculations | ||||
|     calc = MSSPEC(spectroscopy='PED', algorithm='expansion') | ||||
|     calc.calculation_parameters.scattering_order = 1 | ||||
|     calc.set_atoms(cluster) | ||||
| 
 | ||||
|     # Compute | ||||
|     data = calc.get_theta_phi_scan(level='1s', kinetic_energy=723, data=data) | ||||
| 
 | ||||
| data.view() | ||||
| After Width: | Height: | Size: 112 KiB | 
| After Width: | Height: | Size: 118 KiB | 
|  | @ -11,13 +11,12 @@ | |||
|     "tags": [] | ||||
|    }, | ||||
|    "source": [ | ||||
|     "# From single scattering to multiple scattering" | ||||
|     "# Activity 4: From single scattering to multiple scattering" | ||||
|    ] | ||||
|   }, | ||||
|   { | ||||
|    "cell_type": "code", | ||||
|    "execution_count": null, | ||||
|    "id": "2f4bc57a-1dbf-4b24-8660-f5866e2303ea", | ||||
|    "cell_type": "markdown", | ||||
|    "id": "12b10290-0b9b-497a-baba-e7ecb6543788", | ||||
|    "metadata": { | ||||
|     "editable": true, | ||||
|     "slideshow": { | ||||
|  | @ -25,8 +24,48 @@ | |||
|     }, | ||||
|     "tags": [] | ||||
|    }, | ||||
|    "outputs": [], | ||||
|    "source": [] | ||||
|    "source": [ | ||||
|     ":::{figure-md} Ni-fig1\n", | ||||
|     "<img src=\"Ni_fig1.png\" alt=\"Ni chain\" width=\"600px\" align=\"center\">\n", | ||||
|     "\n", | ||||
|     "Polar scan of a Ni chain of 2-5 atoms for single and mutliple (5{sup}`th` order) scattering.\n", | ||||
|     ":::" | ||||
|    ] | ||||
|   }, | ||||
|   { | ||||
|    "cell_type": "markdown", | ||||
|    "id": "4988e7d3-2ba3-470f-9676-8116348c30a1", | ||||
|    "metadata": {}, | ||||
|    "source": [ | ||||
|     ":::{seealso}\n", | ||||
|     "based on this paper from M.-L. Xu *et al.*\n", | ||||
|     "[Phys. Rev. B **39** p8275 (1989)](https://doi.org/10.1103/PhysRevB.39.8275) \n", | ||||
|     ":::" | ||||
|    ] | ||||
|   }, | ||||
|   { | ||||
|    "cell_type": "markdown", | ||||
|    "id": "b2aa92f1-3170-47f6-87c2-e7abffcbdb12", | ||||
|    "metadata": {}, | ||||
|    "source": [ | ||||
|     ":::{literalinclude} Ni_chain.py\n", | ||||
|     ":lineno-match:\n", | ||||
|     ":::" | ||||
|    ] | ||||
|   }, | ||||
|   { | ||||
|    "cell_type": "markdown", | ||||
|    "id": "bbd682d1-d142-4ac5-872d-0b57f3deecb9", | ||||
|    "metadata": {}, | ||||
|    "source": [ | ||||
|     "::::{tab-set}\n", | ||||
|     "\n", | ||||
|     ":::{tab-item} <i class=\"fa-solid fa-circle-question\"></i> Quiz\n", | ||||
|     "Some questions to answer\n", | ||||
|     ":::\n", | ||||
|     "\n", | ||||
|     "::::" | ||||
|    ] | ||||
|   } | ||||
|  ], | ||||
|  "metadata": { | ||||
|  | @ -45,7 +84,7 @@ | |||
|    "name": "python", | ||||
|    "nbconvert_exporter": "python", | ||||
|    "pygments_lexer": "ipython3", | ||||
|    "version": "3.11.13" | ||||
|    "version": "3.11.3" | ||||
|   } | ||||
|  }, | ||||
|  "nbformat": 4, | ||||
|  |  | |||
|  | @ -0,0 +1,78 @@ | |||
| # coding: utf-8 | ||||
| 
 | ||||
| # import all we need and start by msspec | ||||
| from msspec.calculator import MSSPEC | ||||
| 
 | ||||
| # we will build a simple atomic chain | ||||
| from ase  import Atom, Atoms | ||||
| 
 | ||||
| # we need some numpy functions | ||||
| import numpy as np | ||||
| 
 | ||||
| 
 | ||||
| symbol = 'Ni'            # The kind of atom for the chain | ||||
| orders = (1, 5)          # We will run the calculation for single scattering | ||||
|                          # and multiple scattering (5th diffusion order) | ||||
| chain_lengths = (2,3,5)  # We will run the calculation for differnt lengths | ||||
|                          # of the atomic chain | ||||
| a = 3.499 * np.sqrt(2)/2 # The distance bewteen 2 atoms | ||||
| 
 | ||||
| # Define an empty variable to store all the results | ||||
| all_data = None | ||||
| 
 | ||||
| # 2 for nested loops over the chain length and the order of diffusion | ||||
| for chain_length in chain_lengths: | ||||
|     for order in orders: | ||||
|         # We build the atomic chain by | ||||
|         #    1- stacking each atom one by one along the z axis | ||||
|         chain = Atoms([Atom(symbol, position = (0., 0., i*a)) for i in | ||||
|                        range(chain_length)]) | ||||
|         #    2- rotating the chain by 45 degrees with respect to the y axis | ||||
|         #chain.rotate('y', np.radians(45.)) | ||||
|         chain.rotate(45., 'y') | ||||
|         #    3- setting a custom Muffin-tin radius of 1.5 angstroms for all | ||||
|         #       atoms (needed if you want to enlarge the distance between | ||||
|         #       the atoms while keeping the radius constant) | ||||
|         #[atom.set('mt_radius', 1.5) for atom in chain] | ||||
|         #    4- defining the absorber to be the first atom in the chain at | ||||
|         #       x = y = z = 0 | ||||
|         chain.absorber = 0 | ||||
| 
 | ||||
|         # We define a new PED calculator | ||||
|         calc = MSSPEC(spectroscopy = 'PED') | ||||
|         calc.set_atoms(chain) | ||||
|         # Here is how to tweak the scattering order | ||||
|         calc.calculation_parameters.scattering_order = order | ||||
|         # This line below is where we actually run the calculation | ||||
|         all_data = calc.get_theta_scan(level='3s', #kinetic_energy=1000., | ||||
|                             theta=np.arange(0., 80.), data=all_data) | ||||
| 
 | ||||
|         # OPTIONAL, to improve the display of the data we will change the dataset | ||||
|         # default title as well as the plot title | ||||
|         t = "order {:d}, n = {:d}".format(order, chain_length) # A useful title | ||||
|         dset = all_data[-1]         # get the last dataset | ||||
|         dset.title = t              # change its title | ||||
|         # get its last view (there is only one defined for each dataset) | ||||
|         v = dset.views()[-1] | ||||
|         v.set_plot_options(title=t) # change the title of the figure | ||||
| 
 | ||||
| 
 | ||||
| 
 | ||||
| # OPTIONAL, set the same scale for all plots | ||||
| # 1. iterate over all computed cross_sections to find the absolute minimum and | ||||
| # maximum of the data | ||||
| min_cs = max_cs = 0 | ||||
| for dset in all_data: | ||||
|     min_cs = min(min_cs, np.min(dset.cross_section)) | ||||
|     max_cs = max(max_cs, np.max(dset.cross_section)) | ||||
| 
 | ||||
| # 2. for each view in each dataset, change the scale accordingly | ||||
| for dset in all_data: | ||||
|     v = dset.views()[-1] | ||||
|     v.set_plot_options(ylim=[min_cs, max_cs]) | ||||
| 
 | ||||
| # Pop up the graphical window | ||||
| all_data.view() | ||||
| # You can end your script with the line below to remove the temporary | ||||
| # folder needed for the calculation | ||||
| calc.shutdown() | ||||
| After Width: | Height: | Size: 124 KiB | 
|  | @ -139,7 +139,7 @@ | |||
|     "\n", | ||||
|     ":::{seealso}\n", | ||||
|     "based on this paper from M.V. Kuznetsov *et al.*\n", | ||||
|     "[Surface Science 606 (2012) 1760–1770](https://www.sciencedirect.com/science/article/pii/S0039602812002191)\n", | ||||
|     "[Surf. Sci. **606** p1760–70 (2012)](https://doi.org/10.1016/j.susc.2012.06.008)\n", | ||||
|     ":::\n", | ||||
|     "\n", | ||||
|     "### Creating the TiSe{sub}`2` cluster\n", | ||||
|  | @ -159,7 +159,7 @@ | |||
|     "tags": [] | ||||
|    }, | ||||
|    "source": [ | ||||
|     ":::{figure-md} RhO-fig\n", | ||||
|     ":::{figure-md} TiSe2-fig\n", | ||||
|     "<img src=\"TiSe2_cell.jpg\" alt=\"TiSe2\" width=\"300px\" align=\"center\">\n", | ||||
|     "\n", | ||||
|     "Structure of 1T-TiSe<sub>2</sub> ($a_0=b_0=3.535$ Å, $c_0=6.004$ Å, $d=3.450$ Å, $D=2.554$ Å)\n", | ||||
|  | @ -796,6 +796,8 @@ | |||
|     "tags": [] | ||||
|    }, | ||||
|    "source": [ | ||||
|     "### Effect of the scattering order\n", | ||||
|     "\n", | ||||
|     "Use the line belows to create a calculator and compute a $\\theta$-$\\phi$ scan of the Ti(2p)\n", | ||||
|     "\n", | ||||
|     "```{literalinclude} TiSe2_1_tofill.py\n", | ||||
|  | @ -846,7 +848,7 @@ | |||
|    "source": [ | ||||
|     "```{toggle}\n", | ||||
|     "\n", | ||||
|     ":::{figure-md} results-fig\n", | ||||
|     ":::{figure-md} results-completed-fig\n", | ||||
|     "<img src=\"results_completed.jpg\" width=\"400px\" align=\"center\">\n", | ||||
|     "\n", | ||||
|     "$\\theta$-$\\phi$ scan of Ti(2p) at 1030 eV kinetic energy for an emitter in the first trilayer (left column) and in the second trilayer (right column). Each row correspond to a growing value for the `calc.calculation_parameters.scattering_order` parameter (from 1 to 5).\n", | ||||
|  |  | |||
|  | @ -0,0 +1,33 @@ | |||
| { | ||||
|  "cells": [ | ||||
|   { | ||||
|    "cell_type": "markdown", | ||||
|    "id": "c0a860db-0f72-4785-81f4-831e48b3a49f", | ||||
|    "metadata": {}, | ||||
|    "source": [ | ||||
|     "# Activity 6: Effect of the temperature" | ||||
|    ] | ||||
|   } | ||||
|  ], | ||||
|  "metadata": { | ||||
|   "kernelspec": { | ||||
|    "display_name": "Python 3 (ipykernel)", | ||||
|    "language": "python", | ||||
|    "name": "python3" | ||||
|   }, | ||||
|   "language_info": { | ||||
|    "codemirror_mode": { | ||||
|     "name": "ipython", | ||||
|     "version": 3 | ||||
|    }, | ||||
|    "file_extension": ".py", | ||||
|    "mimetype": "text/x-python", | ||||
|    "name": "python", | ||||
|    "nbconvert_exporter": "python", | ||||
|    "pygments_lexer": "ipython3", | ||||
|    "version": "3.11.3" | ||||
|   } | ||||
|  }, | ||||
|  "nbformat": 4, | ||||
|  "nbformat_minor": 5 | ||||
| } | ||||
|  | @ -0,0 +1,41 @@ | |||
| { | ||||
|  "cells": [ | ||||
|   { | ||||
|    "cell_type": "markdown", | ||||
|    "id": "42cfa8b1-20d2-47e4-a1f0-161c4517df2c", | ||||
|    "metadata": {}, | ||||
|    "source": [ | ||||
|     "# Activity 7: Large clusters and path filtering" | ||||
|    ] | ||||
|   }, | ||||
|   { | ||||
|    "cell_type": "code", | ||||
|    "execution_count": null, | ||||
|    "id": "e0df9191-52b9-4a42-9232-7fed2b63cc3a", | ||||
|    "metadata": {}, | ||||
|    "outputs": [], | ||||
|    "source": [] | ||||
|   } | ||||
|  ], | ||||
|  "metadata": { | ||||
|   "kernelspec": { | ||||
|    "display_name": "Python 3 (ipykernel)", | ||||
|    "language": "python", | ||||
|    "name": "python3" | ||||
|   }, | ||||
|   "language_info": { | ||||
|    "codemirror_mode": { | ||||
|     "name": "ipython", | ||||
|     "version": 3 | ||||
|    }, | ||||
|    "file_extension": ".py", | ||||
|    "mimetype": "text/x-python", | ||||
|    "name": "python", | ||||
|    "nbconvert_exporter": "python", | ||||
|    "pygments_lexer": "ipython3", | ||||
|    "version": "3.11.3" | ||||
|   } | ||||
|  }, | ||||
|  "nbformat": 4, | ||||
|  "nbformat_minor": 5 | ||||
| } | ||||
|  | @ -0,0 +1,41 @@ | |||
| { | ||||
|  "cells": [ | ||||
|   { | ||||
|    "cell_type": "markdown", | ||||
|    "id": "2ff5929f-c066-496f-b078-0bbc2ab49428", | ||||
|    "metadata": {}, | ||||
|    "source": [ | ||||
|     "# Activity 8: Inequivalent emitters and the XPD of a substrate" | ||||
|    ] | ||||
|   }, | ||||
|   { | ||||
|    "cell_type": "code", | ||||
|    "execution_count": null, | ||||
|    "id": "1df76138-c957-4da2-bcc8-ec977c209b81", | ||||
|    "metadata": {}, | ||||
|    "outputs": [], | ||||
|    "source": [] | ||||
|   } | ||||
|  ], | ||||
|  "metadata": { | ||||
|   "kernelspec": { | ||||
|    "display_name": "Python 3 (ipykernel)", | ||||
|    "language": "python", | ||||
|    "name": "python3" | ||||
|   }, | ||||
|   "language_info": { | ||||
|    "codemirror_mode": { | ||||
|     "name": "ipython", | ||||
|     "version": 3 | ||||
|    }, | ||||
|    "file_extension": ".py", | ||||
|    "mimetype": "text/x-python", | ||||
|    "name": "python", | ||||
|    "nbconvert_exporter": "python", | ||||
|    "pygments_lexer": "ipython3", | ||||
|    "version": "3.11.3" | ||||
|   } | ||||
|  }, | ||||
|  "nbformat": 4, | ||||
|  "nbformat_minor": 5 | ||||
| } | ||||
|  | @ -0,0 +1,41 @@ | |||
| { | ||||
|  "cells": [ | ||||
|   { | ||||
|    "cell_type": "markdown", | ||||
|    "id": "aa43e0e7-0c18-4750-9e2b-3a48f106d2ca", | ||||
|    "metadata": {}, | ||||
|    "source": [ | ||||
|     "# Activity 9: Comparing simulation and experiment with R-factors" | ||||
|    ] | ||||
|   }, | ||||
|   { | ||||
|    "cell_type": "code", | ||||
|    "execution_count": null, | ||||
|    "id": "b9b32bbf-7635-4e14-b246-468f2e74bb17", | ||||
|    "metadata": {}, | ||||
|    "outputs": [], | ||||
|    "source": [] | ||||
|   } | ||||
|  ], | ||||
|  "metadata": { | ||||
|   "kernelspec": { | ||||
|    "display_name": "Python 3 (ipykernel)", | ||||
|    "language": "python", | ||||
|    "name": "python3" | ||||
|   }, | ||||
|   "language_info": { | ||||
|    "codemirror_mode": { | ||||
|     "name": "ipython", | ||||
|     "version": 3 | ||||
|    }, | ||||
|    "file_extension": ".py", | ||||
|    "mimetype": "text/x-python", | ||||
|    "name": "python", | ||||
|    "nbconvert_exporter": "python", | ||||
|    "pygments_lexer": "ipython3", | ||||
|    "version": "3.11.3" | ||||
|   } | ||||
|  }, | ||||
|  "nbformat": 4, | ||||
|  "nbformat_minor": 5 | ||||
| } | ||||
|  | @ -0,0 +1,41 @@ | |||
| { | ||||
|  "cells": [ | ||||
|   { | ||||
|    "cell_type": "markdown", | ||||
|    "id": "38d3e621-e866-43e1-9c92-f473d1e755c0", | ||||
|    "metadata": {}, | ||||
|    "source": [ | ||||
|     "# Activity 10: Auger Electron Diffraction" | ||||
|    ] | ||||
|   }, | ||||
|   { | ||||
|    "cell_type": "code", | ||||
|    "execution_count": null, | ||||
|    "id": "526d98f6-5a18-4ed9-9870-29b08b54e073", | ||||
|    "metadata": {}, | ||||
|    "outputs": [], | ||||
|    "source": [] | ||||
|   } | ||||
|  ], | ||||
|  "metadata": { | ||||
|   "kernelspec": { | ||||
|    "display_name": "Python 3 (ipykernel)", | ||||
|    "language": "python", | ||||
|    "name": "python3" | ||||
|   }, | ||||
|   "language_info": { | ||||
|    "codemirror_mode": { | ||||
|     "name": "ipython", | ||||
|     "version": 3 | ||||
|    }, | ||||
|    "file_extension": ".py", | ||||
|    "mimetype": "text/x-python", | ||||
|    "name": "python", | ||||
|    "nbconvert_exporter": "python", | ||||
|    "pygments_lexer": "ipython3", | ||||
|    "version": "3.11.3" | ||||
|   } | ||||
|  }, | ||||
|  "nbformat": 4, | ||||
|  "nbformat_minor": 5 | ||||
| } | ||||
|  | @ -0,0 +1,41 @@ | |||
| { | ||||
|  "cells": [ | ||||
|   { | ||||
|    "cell_type": "markdown", | ||||
|    "id": "140adc62-2a15-4806-b6e1-1a0a0b7054e2", | ||||
|    "metadata": {}, | ||||
|    "source": [ | ||||
|     "# Activity 11: Spectral radius and convergence" | ||||
|    ] | ||||
|   }, | ||||
|   { | ||||
|    "cell_type": "code", | ||||
|    "execution_count": null, | ||||
|    "id": "8adb2f68-32bc-4e45-95b6-bd9fb7f96439", | ||||
|    "metadata": {}, | ||||
|    "outputs": [], | ||||
|    "source": [] | ||||
|   } | ||||
|  ], | ||||
|  "metadata": { | ||||
|   "kernelspec": { | ||||
|    "display_name": "Python 3 (ipykernel)", | ||||
|    "language": "python", | ||||
|    "name": "python3" | ||||
|   }, | ||||
|   "language_info": { | ||||
|    "codemirror_mode": { | ||||
|     "name": "ipython", | ||||
|     "version": 3 | ||||
|    }, | ||||
|    "file_extension": ".py", | ||||
|    "mimetype": "text/x-python", | ||||
|    "name": "python", | ||||
|    "nbconvert_exporter": "python", | ||||
|    "pygments_lexer": "ipython3", | ||||
|    "version": "3.11.3" | ||||
|   } | ||||
|  }, | ||||
|  "nbformat": 4, | ||||
|  "nbformat_minor": 5 | ||||
| } | ||||
|  | @ -1,9 +1,9 @@ | |||
| # Book settings | ||||
| # Learn more at https://jupyterbook.org/customize/config.html | ||||
| 
 | ||||
| title: My sample book | ||||
| author: The Jupyter Book Community | ||||
| logo: logo.png | ||||
| title: MsSpec Tour | ||||
| author: Sylvain Tricot, Philippe Schieffer & Didier Sébilleau | ||||
| logo: logo.jpg | ||||
| 
 | ||||
| # Force re-execution of notebooks on each build. | ||||
| # See https://jupyterbook.org/content/execute.html | ||||
|  |  | |||
|  | @ -5,6 +5,14 @@ format: jb-book | |||
| root: intro | ||||
| chapters: | ||||
| - file: Activity01/Activity01 | ||||
| 
 | ||||
| #- file: Activity02/Activity02 | ||||
| #- file: Activity03/Activity03 | ||||
| - file: Activity02/Activity02 | ||||
| - file: Activity03/Activity03 | ||||
| - file: Activity04/Activity04 | ||||
| - file: Activity05/Activity05 | ||||
| - file: Activity06/Activity06 | ||||
| - file: Activity07/Activity07 | ||||
| - file: Activity08/Activity08 | ||||
| - file: Activity09/Activity09 | ||||
| - file: Activity10/Activity10 | ||||
| - file: Activity11/Activity11 | ||||
| - file: backmatter | ||||
|  |  | |||
|  | @ -0,0 +1,7 @@ | |||
| # Final word | ||||
| 
 | ||||
| ## How to install MsSpec | ||||
| 
 | ||||
| ## Future developpements | ||||
| 
 | ||||
| ## Our work | ||||
|  | @ -1,11 +1,10 @@ | |||
| # Welcome to your Jupyter Book | ||||
| # Welcome to this small MsSpec tour | ||||
| 
 | ||||
| This is a small sample book to give you a feel for how book content is | ||||
| structured. | ||||
| It shows off a few of the major file types, as well as some sample content. | ||||
| It does not go in-depth into any particular topic - check out [the Jupyter Book documentation](https://jupyterbook.org) for more information. | ||||
| Through various activities of growing difficulty, you will explore the features offered by the MsSpec  | ||||
| software for modelling various electron spectroscopies using the multiple scattering theory. | ||||
| 
 | ||||
| Check out the content pages bundled with this sample book to see more. | ||||
| We will focus on photoelectron diffraction, since the technique brings together all the  | ||||
| concepts needed to learn how to perform simulation with MsSpec. | ||||
| 
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| ```{tableofcontents} | ||||
| ``` | ||||
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