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Biased canonical distribution

As first step, it is important to analyze what happens if an additional potential V(s), which acts only on the CVs s, is added to the physical one U q). The resulting potential will be U q) + V s q)), so that the explored conformations will be distributed according to a biased canonical distribution... [Pg.8]

In the long time limit, the CV s will be distributed according to a biased canon-... [Pg.13]

See other pages where Biased canonical distribution is mentioned: [Pg.14] [Pg.14] [Pg.142] [Pg.55] [Pg.388] [Pg.452] [Pg.180] [Pg.191] [Pg.191]

See also in sourсe #XX -- [ Pg.8 , Pg.13 , Pg.14 ]

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Biased

Biasing

Canonical distribution