Translocation of polymers with folded configurations across nanopores
Stanislav Kotsev, Anatoly B. Kolomeisky

TL;DR
This paper presents a theoretical analysis of how folded polymer configurations translocate through nanopores, revealing complex dependencies on polymer length, external fields, and polymer-pore interactions, with implications for experimental nanopore studies.
Contribution
It introduces a discrete stochastic model to analyze folded polymer translocation, highlighting non-monotonous translocation times and the influence of polymer-pore interactions.
Findings
Translocation time varies non-monotonously with folded segment length for short polymers.
A critical interaction strength separates different translocation regimes.
Folding does not alter the scaling properties of polymer translocation.
Abstract
The transport of polymers with folded configurations across membrane pores is investigated theoretically by analyzing simple discrete stochastic models. The translocation dynamics is viewed as a sequence of two events: motion of the folded segment through the channel followed by the linear part of the polymer. The transition rates vary for the folded and linear segments because of different interactions between the polymer molecule and the pore. It is shown that the translocation time depends non-monotonously on the length of the folded segment for short polymers and weak external fields, while it becomes monotonous for long molecules and large fields. Also, there is a critical interaction between the polymers and the pore that separates two dynamic regimes. For stronger interactions the folded polymer moves slower, while for weaker interactions the linear chain translocation is the…
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