Research Project
Grant-in-Aid for Young Scientists (B)
The Nose-Hoover method is studied as a non-Hamilton dynamics system. A stochastic process of the Nose-Hoover method is discussed on the basis of the Markovian approximation. It is proved that the dynamics which achieves Gibbs' canonical distribution must involve non-canonical transformation.
All 2010 2009 2008 2007
All Journal Article (9 results) (of which Peer Reviewed: 9 results) Presentation (9 results) Book (1 results)
Phys.Rev.E 82
Pages: 051604
Pages: 021201
日本結晶成長学会誌 Vol.36, No.2
Pages: 46-54
Prog.Theor.Phys.Suppl. No.178
Pages: 41-48
Phys.Rev.E 79
Pages: 026706-1-026706-6
J.Phys.Soc.Jpn 77
Pages: 103001-1-103001-3
Phys.Rev.E 75
Pages: 040102-1-040102-4(R)
分子シミュレーション研究会会誌「アンサンブル」 Vol.9, No.4, (通巻40号)
Pages: 22-30
日本物理学会誌 第62巻第10号
Pages: 785-788