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- W2603665525 abstract "fects in the Kratky-Porod chain with a random sequence of stiffness constants. In a recent paper [16], we studied the response of a weakly bending WLC with arc-length dependent spontaneous curvature to a stretching force applied at its ends. We specifically considered the case of sinusoidally varying spontaneous curvature which allows us to treat the general case via Fourier transformation. This simple and analytically tractable model appears to be particularly well suited for the study of quenched disorder in the spontaneous curvature of a filament under tension. This is the subject of the present paper. A similar calculation with a different method (which is in principle valid) was attempted in Ref. [17], but a mistake in the way the thermodynamic limit was taken led to the incorrect conclusion that sequence disorder has no effect on elasticity. Here, we use the replica trick to calculate the effect of uncorrelated quenched disorder and we obtain the forceextension relationsip as well as force-transverse-width relationship. We compare our results with those obtained in the context of annealed disorder. Although, as we show, the two cases (quenched and annealed) are indistinguishable in the limit of weak disorder, our results for" @default.
- W2603665525 created "2017-04-07" @default.
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- W2603665525 date "2011-03-25" @default.
- W2603665525 modified "2023-10-16" @default.
- W2603665525 title "Stretching semiflexible filaments with quenched disorder" @default.
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