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We numerically investigate deformations and modes of networks of semiflexible biopolymers as a function of crosslink coordination number z and strength of bending and stretching energies. In equilibrium filaments are under internal stress, and the networks exhibit shear rigidity below the Maxwell isostatic point. In contrast to two-dimensional networks, ours exhibit nonaffine bending-dominated response in all rigid states, including those near the maximum of z = 4 when bending energies are less than stretching ones.
Huisman, E. M., & Lubensky, T. C. (2011). Internal Stresses, Normal Modes, and Nonaffinity in Three-Dimensional Biopolymer Networks. Retrieved from https://repository.upenn.edu/physics_papers/130
Date Posted: 31 March 2011
This document has been peer reviewed.