2007
DOI: 10.1007/s00397-007-0189-4
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Using spring repulsions to model entanglement interactions in Brownian dynamics simulations of bead–spring chains

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Cited by 20 publications
(25 citation statements)
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“…the exact MC methods described in Section 2.6.1. The paper is also interesting because of its use of a novel computational model of the chain (developed by the authors and described in a separate publication [160]), where the springs connecting the beads and not the beads themselves are repelled by the obstacles, which ensures that the chain cannot penetrate the obstacle even when the distance between the beads is much larger than the obstacle size. This allows the authors to treat very long chains (longer than 1000 Kuhn lengths).…”
Section: Polymer-obstacle Collisionsmentioning
confidence: 99%
“…the exact MC methods described in Section 2.6.1. The paper is also interesting because of its use of a novel computational model of the chain (developed by the authors and described in a separate publication [160]), where the springs connecting the beads and not the beads themselves are repelled by the obstacles, which ensures that the chain cannot penetrate the obstacle even when the distance between the beads is much larger than the obstacle size. This allows the authors to treat very long chains (longer than 1000 Kuhn lengths).…”
Section: Polymer-obstacle Collisionsmentioning
confidence: 99%
“…So far, several methods were proposed to solve this problem (Kumar et al, 15 Holleran et al, 30 Goujon et al 17 ). The crossing test in our simulation method needs to be performed on two moving springs so we use the method proposed by Goujon et al, 17 which calculates α, the angle between the two vectors defined by the distance d ij , at times t and t + δt.…”
Section: Topology Violationsmentioning
confidence: 99%
“…This method is more clearly explained in a recent paper by Holleran and Larson. 26 The test for crossing is well explained in the case of a moving spring in interaction with a fixed post. However, the crossing test used in our simulations needs to apply to two moving springs.…”
Section: B Topology Violationsmentioning
confidence: 99%