Anomalous transport in driven periodic systems: distribution of the absolute negative mobility effect in the parameter space
arXiv:2206.03307 · doi:10.1088/1367-2630/ac7608
Abstract
Absolute negative mobility is one of the most paradoxical forms of anomalous transport behaviour. At the first glance it contradicts the superposition principle and the second law of thermodynamics, however, its fascinating nature bridges nonlinearity and nonequlibrium in which these fundamental rules are no longer valid. We consider a paradigmatic model of the nonlinear Brownian motion in a driven periodic system which exhibits the absolute negative mobility. So far research on this anomalous transport feature has been limited mostly to the single case studies due to the fact that this model possesses the complex multidimensional parameter space. In contrast, here we harvest GPU supercomputers to analyze the distribution of negative mobility in the parameter space. We consider nearly parameter regimes to discuss how the emergence of negative mobility depends on the system parameters as well as provide the optimal ones for which it occurs most frequently.
arXiv commentin press in New Journal of Physics (2022)
References in corpus (27)
- Artificial Brownian motors: Controlling transport on the nanoscale
- Colloquium. Quantum Fluctuation Relations: Foundations and Applications
- Fluctuation-Dissipation: Response Theory in Statistical Physics
- {\it Colloquium:} Statistical Mechanics and Thermodynamics at Strong Coupling: Quantum and Classical
- Absolute negative mobility induced by thermal equilibrium fluctuations
- Brownian motion exhibiting absolute negative mobility
- Tunable transport with broken space-time symmetries
- Observation of negative absolute resistance in a Josephson junction
- Brownian motors in micro-scale domain: Enhancement of efficiency by noise
- A survey of classical and quantum interpretations of experiments on Josephson junctions at very low temperatures
- Anomalous transport in biased ac-driven Josephson junctions: Negative conductances
- GPU accelerated Monte Carlo simulation of Brownian motors dynamics with CUDA
- Nonlinear response of inertial tracers in steady laminar flows: differential and absolute negative mobility
- Entropic electrokinetics: recirculation, particle separation and negative mobility
- Tunable mass separation via negative mobility
- Nonergodic Diffusion of Single Atoms in a Periodic Potential
- Coexistence of absolute negative mobility and anomalous diffusion
- Absolute negative mobility induced by white Poissonian noise
- Colossal Brownian yet non-Gaussian diffusion induced by nonequilibrium noise
- Driven tracer with absolute negative mobility
- Negative mobility of a Brownian particle: strong damping regime
- SQUID ratchet: Statistics of transitions in dynamical localization
- Giant negative mobility of inertial particles caused by the periodic potential in steady laminar flows
- Josephson phase diffusion in the SQUID ratchet
- Arcsine Law and Multistable Brownian Dynamics in a Tilted Periodic Potential
- Anomalous mobility of a driven active particle in a steady laminar flow
- Many faces of nonequilibrium: anomalous transport phenomena in driven periodic systems