2022
DOI: 10.1039/d2sm00220e
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Melting of confined DNA: static and dynamic properties

Abstract: We study dsDNA (double strand DNA) melting in detail within varying strip-like confinement in a two-dimensional lattice model. The interplay between reduced configurational entropy and attractive base-pairing energy results non-monotonic...

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Cited by 4 publications
(4 citation statements)
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“…Base pairing interactions are restricted to native contacts (diagonal), where the i-th monomer of one strand interacts with the i-th monomer of the other strand only. 18,36,37 Since the model developed here is on the square lattice, only one strand (say, strand-I) will lie over the surface, while the other strand (strand-II) will be on top of strand-I, and hence strand-II will have no contact with the surface in the zipped state, or vice versa. This indicates that only one strand will be in contact with the surface.…”
Section: Models and Methodsmentioning
confidence: 99%
See 2 more Smart Citations
“…Base pairing interactions are restricted to native contacts (diagonal), where the i-th monomer of one strand interacts with the i-th monomer of the other strand only. 18,36,37 Since the model developed here is on the square lattice, only one strand (say, strand-I) will lie over the surface, while the other strand (strand-II) will be on top of strand-I, and hence strand-II will have no contact with the surface in the zipped state, or vice versa. This indicates that only one strand will be in contact with the surface.…”
Section: Models and Methodsmentioning
confidence: 99%
“…The generation of dsDNA follows a specific procedure: strand-I is generated to its full extent, and then strand-II is generated, taking into account the available space restricted by the surface and strand-I. 18 The total number of conformations grows exponentially 43 with the chain length. Therefore, we have restricted ourselves to a finite length chain N = 15.…”
Section: Models and Methodsmentioning
confidence: 99%
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“…Generally whenever polymers are set inside confinement (of size D) that has a dimension less than the size of the molecule (radius of gyration R g o D), then the equilibrium properties and dynamics of the polymers change significantly from the free-polymer solution. 4,21,22 The entropic and enthalpic contributions of the confined polymers compete with each other, where entropic loss due to confinement always results in an increase in free energy, but the enthalpy of the polymers due to surface-polymer interactions and non-bonded nearest neighbours can increase or decrease the free energy, depending on the solvent quality. [23][24][25] While small particles (like gases) favour mixing to maximize the entropy, long molecules like polymers demix (partition) due to the excluded-volume effect, lower configurational entropy of overlapping conformations, and steric repulsion between chains.…”
Section: Introductionmentioning
confidence: 99%