日本応用数理学会論文誌
Online ISSN : 2424-0982
ISSN-L : 0917-2246
FMO-MO法における大規模分子軌道計算 : 解くべき固有値問題の特徴(<特集>行列・固有値問題における線形計算アルゴリズムとその応用)
稲富 雄一梅田 宏明渡邊 寿雄櫻井 鉄也長嶋 雲兵
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2005 年 15 巻 2 号 p. 169-179

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Characters of generalized eigenvalue problem in FMO-MO method, which is one of the fastest methods to calculate molecular orbitals of large molecules such as proteins, are described in order to solve it efficiently. Fock matrix to solve looks dense, because 7.6% of elements have significant value even for a large molecule. The frontier orbital energies can be estimated from fragment and fragment-pair orbital energy distributions in FMO method, which is performed in FMO-MO calculation, and then the frontier orbitals can be obtained efficiently by the method to solve eigenvalue problem in a specific energy region.
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© 2005 一般社団法人 日本応用数理学会
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