2015
DOI: 10.1039/c4sm02075h
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Fluctuation spectra in polymer nematics and Frank elastic constants: a coarse-grained modelling study

Abstract: Monte Carlo simulations of uniaxial nematic polymer melts are performed, based on a discrete worm-like chain model combined with soft, anisotropic non-bonded potentials. Different chain lengths are considered, the contour length of the longest being an order of magnitude larger than the persistence length. From equilibrated melt configurations, density and director fluctuation spectra are calculated and compared with analytical predictions available in literature. The latter typically correspond to hydrodynami… Show more

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Cited by 28 publications
(32 citation statements)
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References 76 publications
(226 reference statements)
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“…The phenomenological potential thus mimics the π-π interaction between conjugated subunits. Realistic values for ν and λ can be derived from the mechanical properties of the polymer, and are on the order of several k B T [72,73]. By tuning their relative strengths, it is furthermore possible to simulate amorphous, nematic and biaxial systems within the same framework.…”
Section: Chapter 2 Charge and Energy Transport Simulationsmentioning
confidence: 99%
“…The phenomenological potential thus mimics the π-π interaction between conjugated subunits. Realistic values for ν and λ can be derived from the mechanical properties of the polymer, and are on the order of several k B T [72,73]. By tuning their relative strengths, it is furthermore possible to simulate amorphous, nematic and biaxial systems within the same framework.…”
Section: Chapter 2 Charge and Energy Transport Simulationsmentioning
confidence: 99%
“…Recently, Gemünden and Daoulas also observed the oscillatory behavior in their Monte Carlo study of uniaxial nematic polymer melts based on a discrete wormlike chain model combined with soft, anisotropic non-bonded potentials. 41 In physics, the oscillatory behaviors can be interpreted as the fact that the polymer chain behaves like an elastic string strongly stretching along the nematic director. In the large-Lk regime, Lk S ∥ for different L/a asymptotically approaches their individual steady value which is partially determined by the single chain partition function Q depending on field strength Γ IN as presented in Eq.…”
Section: B Structure Factor Of a Wormlike Chain In The Nematic Fieldmentioning
confidence: 99%
“…In particular, the continuity constraints certainly apply also to coarse-grained bead-spring polymer models that are convenient for computational studies [10,11,18,25]. While the limit where hairpins are abundant cannot be explored in state-of-the-art microscopic simulations, we nevertheless expect that at least significant deviations from the vectorial constraint towards the predictions of the tensorial constraint will not evade detection in the numerical simulation studies that will follow this work.…”
Section: Introductionmentioning
confidence: 99%