Ideal, Best Packing, and Energy Minimizing Double Helices(Statistical Physics and Topology of Polymers with Ramifications to Structure and Function of DNA and Proteins)

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概要

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• We study optimal double helices with straight axes (or the fattest tubes around them) computationally using three kinds of functionals; ideal ones using ropelength, best volume packing ones, and energy minimizers using two one-parameter families of interaction energies between two strands of types r^<-α> and 1/r exp(-kr). We compare the numerical results with experimental data of DNA.

• 2011-12-16

著者

• O'hara Jun

  Department Of Mathematics And Information Sciences Tokyo Metropolitan University

• O'HARA Jun

  Department of Mathematics and Information Sciences, Tokyo Metropolitan University

関連論文

• Ideal, Best Packing, and Energy Minimizing Double Helices(Statistical Physics and Topology of Polymers with Ramifications to Structure and Function of DNA and Proteins)

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