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- W2045336585 abstract "In this work we analyze the finite-size and discretization effects that occur in field-theoretic polymer simulations. Following our previous work, we study these effects for a polymer solution in the canonical ensemble confined to a slit (with nonadsorbing walls) of width L, and focus on the behavior of two quantities: the chemical potential μ, and the correlation length ξ. Our results show that the finite-size effects disappear for both quantities once the lateral size of the system L is larger than ∼2ξ. On the other hand, the chemical potential is dominated by the lattice discretization Δx. The origins of this dependence are discussed in detail, and a scheme is proposed in which this effect is avoided. Our results also show that the density profiles do not depend on the lattice discretization if Δx≲ξ/4. This implies that the correlation length ξ, extracted from the density profiles, is free of lattice size and lattice discretization artifacts once L≳2ξ and Δx≲ξ/4." @default.
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- W2045336585 date "2004-12-13" @default.
- W2045336585 modified "2023-09-23" @default.
- W2045336585 title "Field-theoretic simulations of polymer solutions: Finite-size and discretization effects" @default.
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- W2045336585 doi "https://doi.org/10.1063/1.1827211" @default.
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