ファイル名アクション
simlib_magazine_910.pdf
発行年月 2018年7月24日
タイトルLaue-RISM, ESM-RISM
言語英語
著者西原 慧径
著者所属アドバンスソフト株式会社 第 4 事業部
要約Although Laue-RISM calculates the solute-solvent correlation functions as the same as 3D-RISM, a Laue representation is imposed on the correlation functions, which are periodic on the xy-plane and not periodic along the z-direction. It is possible to apply the Fourier transformation technique on the xy-plane. However, one must deal with the correlation functions in real space along the z-direction. This treatment of the correlation functions allows us to calculate the isolated slab in the solvent system. In addition, we do not need the canonical condition , and the total charge of the solvent system is automatically optimized to screen the electrostatic potential of the solute system. This means that we can obtain the solvent distribution under the grand canonical condition in the solvent system. For example, if the solute slab has a +1.0e charge, the Laue-RISM calculation leads to a solvent distribution whose total charge is -1.0e.
書誌情報アドバンスシミュレーション 2018.07 Vol.26
DOI10.69290/j.000910-vol26
キーワード管路系、流体解析、1 次元流れ、陰解法、Lagrange 粒子、移動物体、多成分気液二相流、Advance/FrontNet/Γ
ページ数5