Role of helicity in DNA hairping folding dynamics
arXiv:1806.08609 · doi:10.1103/PhysRevLett.121.138101
Abstract
We study hairpin folding dynamics by means of extensive computer simulations, with particular attention paid to the influence of helicity on the folding time . We find that the dynamical exponent of the anomalous scaling for a hairpin with length N changes from 1.6 () to 1.2 () in three dimensions, when duplex helicity is removed. The relation in rotationless hairpin folding is further verified in two dimensions (), and for a ghost-chain (). This, to our knowledge, is the first observation of the theoretical lower bound on , which was predicted earlier on the basis of energy conservation for polymer translocation through a pore. Our findings suggest that the folding dynamics in long helical chains is governed by the duplex dynamics, contrasting the earlier understanding based on the stem-flower picture of unpaired segments. We propose a scaling argument for in helical chains, assuming that duplex relaxation required for orientational positioning of the next pair of bases is the rate-limiting process.
arXiv comment4 pages, 5 figures, submitted for publication
References in corpus (13)
- Anomalous Dynamics of Forced Translocation
- Nonequilibrium dynamics of polymer translocation and straightening
- Driven polymer translocation through nanopores: slow versus fast dynamics
- Pore-blockade Times for Field-Driven Polymer Translocation
- Slow nucleic acid unzipping kinetics from sequence-defined barriers
- Poland-Scheraga models and the DNA denaturation transition
- Physics of base-pairing dynamics in DNA
- Scaling theory of driven polymer translocation
- Anomalous dynamics of DNA hairpin folding
- Anomalous zipping dynamics and forced polymer translocation
- Non-Markovian dynamics of reaction coordinate in polymer folding
- Unwinding Dynamics of a Helically Wrapped Polymer
- Unwinding dynamics of double-stranded polymers