Universal expression for adiabatic pumping in terms of non-equilibrium steady states

Abstract

We develop a unified treatment of pumping and nonequilibrium thermodynamics. We show that the pumping current generated through an adiabatic mechanical operation in equilibrium can be expressed in terms of the stationary distribution of the corresponding driven nonequilibrium system. We also show that the total transfer in pumping can be evaluated from the work imported to the driven counterpart. These findings lead us to a unified viewpoint for pumping and nonequilibrium thermodynamics.

9 pages, 7 figures

References in corpus (6)

• Berry-Phase induced Heat Pumping and its Impact on the Fluctuation Theorem
• The unified geometric theory of mesoscopic stochastic pumps and reversible ratchets
• An expression for stationary distribution in nonequilibrium steady state
• Brownian refrigerator
• Representation of nonequilibrium steady states in large mechanical systems
• A heat pump at a molecular scale controlled by a mechanical force

Cited by in corpus (6)

• Determining the Continuous Family of Quantum Fisher Information from Linear Response Theory
• How statistical forces depend on thermodynamics and kinetics of driven media
• Exact equalities and thermodynamic relations for nonequilibrium steady states
• Statistical forces from close--to--equilibrium media
• Dynamics of a Mechanical System with Multiple Degrees of Freedom out of Thermal Equilibrium
• Thermodynamic Emergence of a Brownian Motor