Effects of correlation in an information ratchet with finite tape

L He, JW Cheong, A Pradana, LY Chew - Physical Review E, 2023 - APS
With the finite-tape autonomous information ratchet modeled by He et al.[Phys. Rev. E 105,
054131 (2022) 2470-0045 10.1103/PhysRevE. 105.054131], we recast the information …

Chaotic resonance: Two-state model with chaos-induced escape over potential barrier

LY Chew, C Ting, CH Lai - Physical Review E—Statistical, Nonlinear, and Soft …, 2005 - APS
We consider the resonant effects of chaotic fluctuations on a strongly damped particle in a
bistable potential driven by weak sinusoidal perturbation. We derive analytical expressions …

[PDF][PDF] 空时非对称分数阶类Langevin 棘齿

周兴旺, 林丽烽, 马洪, 罗懋康 - 物理学报, 2014 - wulixb.iphy.ac.cn
研究了空时非对称分数阶类Langevin 分子马达棘齿模型, 其中势函数是空间对称破缺的周期势,
时间非对称类Langevin 噪声由Logistic 映射生成, 而分数阶则刻画了分子马达工作环境的非 …

Work extraction from information ratchet in the classical and quantum regimes

L He - 2024 - dr.ntu.edu.sg
The focus of this thesis is to investigate the stochastic dynamics of two variants of an
information ratchet inspired by a model interacting with an infinite tape of classical bits which …

Deterministic Smoluchowski-Feynman ratchets driven by chaotic noise

LY Chew - Physical Review E—Statistical, Nonlinear, and Soft …, 2012 - APS
We have elucidated the effect of statistical asymmetry on the directed current in
Smoluchowski-Feynman ratchets driven by chaotic noise. Based on the inhomogeneous …

[PDF][PDF] 时间非对称分数阶类Langevin 棘齿

周兴旺, 林丽烽, 马洪, 罗懋康 - 物理学报, 2014 - researchgate.net
本文将细胞内环境假定为分数阶牛顿黏弹性体并建立了单位质量的一维线动分子马达的时间非
对称分数阶类郎之万棘齿模型, 其中的周期势函数是空间对称的, 而用于刻画ATP …

Chaos-induced escape over a potential barrier

LY Chew, C Ting, CH Lai - Physical Review E—Statistical, Nonlinear, and Soft …, 2004 - APS
We investigate the statistical parity of a class of chaos-generated noises on the escape of
strongly damped particles out of a potential well. We show that statistical asymmetry in the …

[PDF][PDF] Theory of nonequilibrium transport based on a class of chaotic fluctuations

CL YUE - 2004 - core.ac.uk
Traditionally, the dynamical origin of Brownian motion has been elucidated with the
Hamiltonian formalism of a system of heavy particles interacting with a bath of light …

[引用][C] 由双不动点映射生成的乘性类Langevin 噪声驱动的过阻尼分数阶棘齿

周兴旺, 林丽烽, 江治杰 - 四川大学学报(自然科学版), 2015