Orientational Fluctuations and Bimodality in Semiflexible Nunchucks
Autor: | Mohammadhosein Razbin, Panayotis Benetatos |
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Rok vydání: | 2021 |
Předmět: |
Materials science
Polymers and Plastics Hinge Organic chemistry 02 engineering and technology Bending Spring (mathematics) Molecular physics Article 03 medical and health sciences QD241-441 Elasticity (economics) 030304 developmental biology wormlike chain Quantitative Biology::Biomolecules 0303 health sciences Tension (physics) Flexural rigidity General Chemistry hinged polymers 021001 nanoscience & nanotechnology Bimodality Condensed Matter::Soft Condensed Matter tensile elasticity Bending stiffness conformations 0210 nano-technology bimodality |
Zdroj: | Polymers Volume 13 Issue 12 Polymers, Vol 13, Iss 2031, p 2031 (2021) |
ISSN: | 2073-4360 |
DOI: | 10.3390/polym13122031 |
Popis: | Semiflexible nunchucks are block copolymers consisting of two long blocks with high bending rigidity jointed by a short block of lower bending stiffness. Recently, the DNA nanotube nunchuck was introduced as a simple nanoinstrument that mechanically magnifies the bending angle of short double-stranded (ds) DNA and allows its measurement in a straightforward way [Fygenson et al., Nano Lett. 2020, 20, 2, 1388–1395]. It comprises two long DNA nanotubes linked by a dsDNA segment, which acts as a hinge. The semiflexible nunchuck geometry also appears in dsDNA with a hinge defect (e.g., a quenched denaturation bubble or a nick), and in end-linked stiff filaments. In this article, we theoretically investigate various aspects of the conformations and the tensile elasticity of semiflexible nunchucks. We analytically calculate the distribution of bending fluctuations of a wormlike chain (WLC) consisting of three blocks with different bending stiffness. For a system of two weakly bending WLCs end-jointed by a rigid kink, with one end grafted, we calculate the distribution of positional fluctuations of the free end. For a system of two weakly bending WLCs end-jointed by a hinge modeled as harmonic bending spring, with one end grafted, we calculate the positional fluctuations of the free end. We show that, under certain conditions, there is a pronounced bimodality in the transverse fluctuations of the free end. For a semiflexible nunchuck under tension, under certain conditions, there is bimodality in the extension as a function of the hinge position. We also show how steric repulsion affects the bending fluctuations of a rigid-rod nunchuck. |
Databáze: | OpenAIRE |
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