Twist-bend coupling and the statistical mechanics of the twistable worm-like chain model of DNA: perturbation theory and beyond
Stefanos K. Nomidis, Enrico Skoruppa, Enrico Carlon, John F. Marko

TL;DR
This paper investigates how twist-bend coupling affects DNA's statistical mechanics, presenting perturbative and non-perturbative analyses that align well with simulations but reveal discrepancies with experimental data, indicating additional mechanics at play.
Contribution
It introduces a perturbative approach to quantify the impact of twist-bend coupling G on DNA mechanics and extends results to non-perturbative regimes, validated by simulations.
Findings
Effective torsional stiffness is influenced by twist-bend coupling G.
Thermal fluctuations screen the bare G, modifying long-wavelength elastic properties.
Model predictions align with simulations but deviate from experimental measurements.
Abstract
The simplest model of DNA mechanics describes the double helix as a continuous rod with twist and bend elasticity. Recent work has discussed the relevance of a little-studied coupling between twisting and bending, known to arise from the groove asymmetry of the DNA double helix. Here, the effect of on the statistical mechanics of long DNA molecules subject to applied forces and torques is investigated. We present a perturbative calculation of the effective torsional stiffness for small twist-bend coupling. We find that the "bare" is "screened" by thermal fluctuations, in the sense that the low-force, long-molecule effective free energy is that of a model with , but with long-wavelength bending and twisting rigidities that are shifted by -dependent amounts. Using results for torsional and bending rigidities for freely-fluctuating DNA, we show how our…
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