Heat conduction induced by non-Gaussian athermal fluctuations
arXiv:1209.2222 · doi:10.1103/PhysRevE.87.052124
Abstract
We study the properties of heat conduction induced by non-Gaussian noises from athermal environments. We find that new terms should be added to the conventional Fourier law and the fluctuation theorem for the heat current, where its average and fluctuation are determined not only by the noise intensities but also by the non-Gaussian nature of the noises. Our results explicitly show the absence of the zeroth law of thermodynamics in athermal systems.
15 pages, 4 figures, PRE in press
References in corpus (12)
- Stochastic thermodynamics, fluctuation theorems, and molecular machines
- The large deviation approach to statistical mechanics
- An Extension of the Fluctuation Theorem
- Effective Temperature of Red Blood Cell Membrane Fluctuations
- Work fluctuations for a Brownian particle between two thermostats
- Fluctuation Relation for Heat
- Fluctuation relation for a Lévy particle
- Fluctuation properties of an effective nonlinear system subject to Poisson noise
- Measuring Nonequilibrium Temperature of Forced Oscillators
- The role of the nature of the noise in the thermal conductance of mechanical systems
- Zon-Cohen singularity and negative inverse temperature in a trapped particle limit
- Work fluctuation theorem for a classical circuit coupled to a quantum conductor
Cited by in corpus (28)
- A Micrometer-sized Heat Engine Operating Between Bacterial Reservoirs
- Irreversibility, heat and information flows induced by non-reciprocal interactions
- Stochastic Stirling engine operating in contact with active baths
- Minimal Model of Stochastic Athermal Systems: Origin of Non-Gaussian Noise
- Marcus versus Stratonovich for Systems with Jump Noise
- Efficiency versus Speed in Quantum Heat Engines: Rigorous Constraint from Lieb-Robinson Bound
- The Second Laws for an Information driven Current through a Spin Valve
- Exact symmetries in the velocity fluctuations of a hot Brownian swimmer
- Asymptotic derivation of Langevin-like equation with non-Gaussian noise and its analytical solution
- Energetics of active fluctuations in living cells
- Activity driven transport in harmonic chains
- Fluctuation theorem for heat transport probed by a thermal electrode
- Roles of Dry Friction in Fluctuating Motion of Adiabatic Piston
- Transport and Diffusion Enhancement in Experimentally Realized Non-Gaussian Correlated Ratchets
- Nonequilibrium identities and response theory for dissipative particles
- Energy pumping in electrical circuits under avalanche noise
- Memory and irreversibility on two-dimensional overdamped Brownian dynamics
- Fluctuation Relations For Adiabatic Pumping
- Rectification of energy and motion in non-equilibrium parity violating metamaterials
- Effective temperatures for single particle system under dichotomous noise
- Floquet theory and applications in open quantum and classical systems
- Heat flux direction controlled by power-law oscillators under non-Gaussian fluctuations
- Energy exchanges in a damped Langevin-like system with two thermal baths and an athermal reservoir
- Energy rectification in active gyroscopic networks under time-periodic modulations
- Theory of Applying Heat Flow from Thermostatted Boundary Walls: Dissipative and Local-Equilibrium Responses and Fluctuation Theorems
- Non-Markovianity, entropy production, and Jarzynski equality
- Statistical properties of the energy flux between two NESS thermostats
- Boundary layers, transport and universal distribution in boundary driven active systems