2021年第82回応用物理学会秋季学術講演会

講演情報

一般セッション(口頭講演)

15 結晶工学 » 15.7 結晶評価,不純物・結晶欠陥

[10a-N203-1~10] 15.7 結晶評価,不純物・結晶欠陥

2021年9月10日(金) 09:00 〜 11:45 N203 (口頭)

鳥越 和尚(SUMCO)、佐々木 拓生(量研機構)、小島 拓人(名大)

09:15 〜 09:30

[10a-N203-2] 電子波動関数の動径解を用いた共鳴非弾性散乱スペクトルの第一原理分光学計算

稲垣 淳1 (1.淡江大學)

キーワード:第一原理計算、共鳴非弾性散乱

We developed the method to calculate reasonable Coulomb repulsion with Hartree-Fock type radial differential equation. Calculation is conducted by Density Functional Theory (DFT) employing Norm Conserving Pseudo potential (NCP) and expanded on Plane wave basis (PW). After the projection on the symmetry adapted Wannier function (WF) [1], we extract radial part of such calculation results [2]. Yielded radial part solutions are not the function of radial distance dependent but the one of position vector dependent. Slater Integrals derived from these calculations are well defined as first principle and reasonable than those of Cowan code [3], which is manipulated for fitting to experimental results.
We report RIXS spectral calculation results which applied this method for typical strong correlation material, NiO calculated through occupation representation calculation code e.g. Quanty [4].

[1] R. Sakuma, Phys. Rev. B, 87, 235109 (2013)
[2] Private communication with Ferdi Aryasetiawan
[3] R.D. Cowan, The Theory of Atomic Structure and Spectra, University of California Press, Berkeley, 1981
[4] M.W. Haverkort, Euro. Phys. Lett., 108, 57004 (2014)