## Abstract In this paper, the following two are considered: __Problem IQEP__ Given __M__~__a__~βSR^__n__Γ__n__^, Ξ=diag{Ξ»~1~, β¦, Ξ»~__p__~}βC^__p__Γ__p__^, __X__=[__x__~1~, β¦, __x__~__p__~]βC^__n__Γ__p__^, and both Ξ and __X__ are closed under complex conjugation in the sense that \documentclass{
A global-update simulation method for polymer systems
β Scribed by Heermann, Dieter W. ;Yixue, Li
- Publisher
- Wiley (John Wiley & Sons)
- Year
- 1993
- Weight
- 413 KB
- Volume
- 2
- Category
- Article
- ISSN
- 1018-5054
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β¦ Synopsis
Abstract
We describe a hybrid Monte Carlo algorithm, combining molecular dynamics with the Monte Carlo method, applied to the simulation of polymer systems. It is shown that observables are independent of the discretization error, and the performance, i.e., autocorrelation times of observables, is analyzed. For a dense system representing a polyethylene melt, we present data for the pair distribution function and the mean square displacement of a chain in the bulk. We also investigate the possibility of using a scaled Hamiltonian in the algorithm.
π SIMILAR VOLUMES
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