1. Translocation of two-dimensional active polymers through nanopores using Langevin dynamics simulations.
- Author
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Hu, Han-Xian, Shen, Yi-Fan, and Luo, Meng-Bo
- Subjects
- *
NANOPORES , *POTENTIAL barrier , *LYAPUNOV exponents , *BROWNIAN motion , *POLYMERS - Abstract
The translocation of polymers through nanopores is a complex process influenced by various factors. In this study, the translocation behavior of a two-dimensional active polymer chain, comprised of a head active Brownian particle (ABP) and a tail passive polymer chain, through a nanopore is studied using Langevin dynamics simulations. Results show that the effect of the self-propulsion force of the ABP on the translocation differs significantly from the driving force inside the pore for traditional polymer translocations. Specifically, the translocation time τ initially increases with increasing the magnitude fs of the self-propulsion force and then decreases with a further increase in fs. A small fs lowers the potential barrier for the translocation and thus promotes slow translocations, whereas a large fs directly pulls the polymer chain through the nanopore following the scaling relation τ ∝ fs−1. Moreover, two asymptotic scaling relations between τ and polymer length N, τ ∝ Nα, are found, with the exponent α of about 2.5 for small fs or long N and the exponent α of about 1.4 for short active polymers with large fs. We discover that the slow rotation of the ABP accelerates the translocation process. [ABSTRACT FROM AUTHOR]
- Published
- 2024
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