Cite as: H. Chen, Y. Zou, S. Mao, M. S. S. Khan, K. Tokesi and Z. J. Ding, Influence of energy loss function to
the
Monte Carlo simulated electron backscattering coefficient.
Sci. Rep. 12 (2022) 18201.
DOI:
10.1038/s41598-022-20466-3
Click to expand ELF information
| Name |
Photon energy range and the corresponding datasets |
| Palik |
0.05–33.5 eV Weaver [1] |
31–39 eV Interpolation [2] |
40 eV–30 keV Henke [3] |
30 keV–10 MeV EPDL97 [4] |
| Tanuma |
40 eV-30 keV Henke [5], in:
Tanuma [2]
|
| Werner |
0.5–70.5 eV Werner [6] |
71–80 eV Interpolation |
80 eV–30 keV Henke [3] |
- References:
- [1] Weaver, J. H., Olson, C. G. & Lynch, D. W. Optical properties of crystalline tungsten. Phys. Rev.
B 12, 1293 (1975).
- [2] Tanuma, S., Powell, C. J. & Penn, D. R. Calculations of electron inelastic mean free paths. IX. Data
for 41 elemental solids over the
50 eV to 200 keV range. Surf. Interface Anal. 43, 689–713 (2011).
- [3] ftp://ftp.esrf.fr/pub/scisoft/DabaxFiles/flf2_Henke.dat
- [4] ftp://ftp.esrf.fr/pub/scisoft/DabaxFiles/f1f2_EPDL97.dat
- [5] Henke, B. L., Gullikson, E. M. & Davis, J. C. X-ray interactions: Photoabsorption, scattering,
transmission, and refection at E=
50–30,000 eV, Z= 1–92. At. Data Nucl. Data Tables 54, 181–342 (1993).
- [6] Werner, W. S. M., Glantschnig, K. & Ambrosch-Draxl, C. Optical constants and inelastic
electron-scattering data for 17 elemental
metals. J. Phys. Chem. Ref. Data 38, 1013–1092 (2009).
BSC of W
| Energy (keV) |
Yield |
| Palik |
Werner |
Tanuma |
| 0.1 |
0.06136987 |
0.05746718 |
0.06154807 |
| 0.11 |
0.0675321 |
0.06378774 |
0.06766901 |
| 0.12 |
0.07414741 |
0.0700742 |
0.07436751 |
| 0.13 |
0.08096338 |
0.07649693 |
0.08114856 |
| 0.14 |
0.08799069 |
0.08329572 |
0.08814687 |
| 0.15 |
0.09535389 |
0.0903211 |
0.09550478 |
| 0.16 |
0.10306712 |
0.09777242 |
0.10319111 |
| 0.17 |
0.11108303 |
0.10551398 |
0.11119736 |
| 0.18 |
0.11954954 |
0.11362457 |
0.11964175 |
| 0.19 |
0.12837561 |
0.12221788 |
0.12849034 |
| 0.2 |
0.13764828 |
0.13113094 |
0.13768767 |
| 0.22 |
0.15710616 |
0.15005098 |
0.15710909 |
| 0.24 |
0.17758821 |
0.17009324 |
0.17765899 |
| 0.26 |
0.1987668 |
0.19072278 |
0.19879092 |
| 0.28 |
0.22033512 |
0.21174265 |
0.22034905 |
| 0.3 |
0.24180509 |
0.23272903 |
0.24171836 |
| 0.32 |
0.26277283 |
0.2533157 |
0.26270352 |
| 0.34 |
0.28318521 |
0.27343851 |
0.28305188 |
| 0.36 |
0.30286253 |
0.29277889 |
0.30266704 |
| 0.38 |
0.3215184 |
0.31110932 |
0.32143835 |
| 0.4 |
0.33929046 |
0.32866346 |
0.33911681 |
| 0.42 |
0.35601079 |
0.34512831 |
0.35581218 |
| 0.44 |
0.37177046 |
0.36048626 |
0.3714657 |
| 0.46 |
0.3864631 |
0.37522375 |
0.3861884 |
| 0.48 |
0.40010082 |
0.38885809 |
0.39991541 |
| 0.5 |
0.41287908 |
0.40133041 |
0.41260389 |
| 0.55 |
0.4409615 |
0.42921647 |
0.44076583 |
| 0.6 |
0.46440236 |
0.45244405 |
0.46406358 |
| 0.65 |
0.4837866 |
0.47179297 |
0.48352126 |
| 0.7 |
0.49988351 |
0.48779698 |
0.49956122 |
| 0.75 |
0.51326023 |
0.5012309 |
0.51310916 |
| 0.8 |
0.52453678 |
0.51245931 |
0.5243072 |
| 0.85 |
0.53399955 |
0.52220248 |
0.53369216 |
| 0.9 |
0.54205445 |
0.53030958 |
0.5418752 |
| 0.95 |
0.54889035 |
0.53723626 |
0.54874176 |
| 1 |
0.55480919 |
0.54317591 |
0.55440691 |
| 1.1 |
0.56425537 |
0.5528897 |
0.56395863 |
| 1.2 |
0.57098813 |
0.56010016 |
0.57084964 |
| 1.3 |
0.57627765 |
0.5656181 |
0.57625426 |
| 1.4 |
0.58033005 |
0.56982166 |
0.58016532 |
| 1.5 |
0.58311904 |
0.57279806 |
0.58304526 |
| 1.6 |
0.58521282 |
0.57539577 |
0.58515901 |
| 1.7 |
0.58669003 |
0.57719258 |
0.58673977 |
| 1.8 |
0.58778329 |
0.5783769 |
0.587649 |
| 1.9 |
0.58846954 |
0.57931495 |
0.58826142 |
| 2 |
0.58873961 |
0.57986886 |
0.58879103 |
| 2.2 |
0.58871649 |
0.58038064 |
0.58863282 |
| 2.4 |
0.58805721 |
0.57998082 |
0.58760201 |
| 2.6 |
0.58693011 |
0.57948041 |
0.58666241 |
| 2.8 |
0.58550036 |
0.57837748 |
0.58520033 |
| 3 |
0.58418602 |
0.57718529 |
0.58355401 |
| 3.2 |
0.58255144 |
0.57602148 |
0.58192597 |
| 3.4 |
0.58104814 |
0.57458723 |
0.5802029 |
| 3.6 |
0.57931069 |
0.57326515 |
0.57849505 |
| 3.8 |
0.5776667 |
0.57207884 |
0.57697987 |
| 4 |
0.57635254 |
0.57068634 |
0.5753118 |
| 4.2 |
0.57470139 |
0.56949716 |
0.57362022 |
| 4.4 |
0.57310622 |
0.56799859 |
0.57209248 |
| 4.6 |
0.57194799 |
0.56684917 |
0.57062011 |
| 4.8 |
0.57063006 |
0.56572757 |
0.56918174 |
| 5 |
0.56901445 |
0.5645416 |
0.56768101 |
| 5.5 |
0.56601332 |
0.56177062 |
0.56449192 |
| 6 |
0.56303672 |
0.55931641 |
0.56136483 |
| 6.5 |
0.56045056 |
0.55694596 |
0.55860139 |
| 7 |
0.55794899 |
0.55466904 |
0.55617774 |
| 7.5 |
0.5559446 |
0.55265873 |
0.55364401 |
| 8 |
0.55384865 |
0.55083027 |
0.55148313 |
| 8.5 |
0.55196681 |
0.5491814 |
0.54977054 |
| 9 |
0.55021614 |
0.54766752 |
0.54789593 |
| 9.5 |
0.54864231 |
0.54618274 |
0.54603445 |
| 10 |
0.54728705 |
0.54499601 |
0.54460642 |
| 11 |
0.54480353 |
0.5425666 |
0.5418037 |
| 12 |
0.54249024 |
0.54072662 |
0.53944479 |
| 13 |
0.54053425 |
0.5387573 |
0.53742363 |
| 14 |
0.53877944 |
0.53731586 |
0.53538261 |
| 15 |
0.53736063 |
0.53581297 |
0.5337585 |
| 16 |
0.53588006 |
0.53462198 |
0.53245153 |
| 17 |
0.53470968 |
0.53360971 |
0.53097101 |
| 18 |
0.53368598 |
0.53253831 |
0.52991593 |
| 19 |
0.5326229 |
0.53164841 |
0.52871081 |
| 20 |
0.53184523 |
0.53091945 |
0.52800139 |
| 22 |
0.53037514 |
0.52962901 |
0.52627971 |
| 24 |
0.52916543 |
0.52855724 |
0.52506142 |
| 26 |
0.52842904 |
0.52782247 |
0.52400496 |
| 28 |
0.52752261 |
0.52712187 |
0.52313718 |
| 30 |
0.52699605 |
0.52659993 |
0.52267705 |
| 32 |
0.52661614 |
0.52621142 |
0.52204876 |
| 34 |
0.52619995 |
0.52578786 |
0.52146231 |
| 36 |
0.52585813 |
0.52556151 |
0.52106292 |
| 38 |
0.5256365 |
0.5253589 |
0.52080845 |
| 40 |
0.52551285 |
0.52530491 |
0.52067464 |
| 42 |
0.5252754 |
0.52515534 |
0.52041653 |
| 44 |
0.52533399 |
0.5250034 |
0.52024914 |
| 46 |
0.5250716 |
0.5249846 |
0.52018406 |
| 48 |
0.52498365 |
0.52495082 |
0.52010645 |
| 50 |
0.52498334 |
0.525065 |
0.5201527 |
| 55 |
0.52499358 |
0.52490777 |
0.5197959 |
| 60 |
0.5250048 |
0.52517058 |
0.51985851 |
| 65 |
0.52501412 |
0.52518972 |
0.51992637 |
| 70 |
0.52517389 |
0.52537957 |
0.51995659 |
| 75 |
0.52522859 |
0.5254716 |
0.51989464 |
| 80 |
0.52540112 |
0.5254789 |
0.52001498 |
| 85 |
0.5254028 |
0.52560546 |
0.52002296 |
| 90 |
0.52539931 |
0.52573062 |
0.52000049 |
| 95 |
0.52551507 |
0.52580541 |
0.52012805 |
| 100 |
0.52563057 |
0.52575957 |
0.52012085 |
