Cycle Flux Ranking of Network Analysis in Quantum Thermal Device
arXiv:2107.07717 · doi:10.1103/PhysRevLett.128.067701
Abstract
Manipulating quantum thermal transport relies on uncovering the principle working cycles of quantum devices. Here, we apply the cycle flux ranking of network analysis to nonequilibrium thermal devices described by graphs of quantum state transitions. To excavate the principal mechanism out of complex transport behaviors, we decompose the quantum-transition network into cycles, calculate the cycle flux by algebraic graph theory, and pick out the dominant cycles with top-ranked fluxes, i.e., the cycle trajectories with highest probabilities. We demonstrate the cycle flux ranking in typical quantum device models, such as a thermal-drag spin-Seebeck pump, and a quantum thermal transistor as thermal switch or heat amplifier. The dominant cycle trajectories indeed elucidate the principal working mechanisms of those quantum devices. The cycle flux analysis provides an alternative perspective that naturally describes the working cycle corresponding to the main functionality of quantum thermal devices, which would further guide the device optimization with desired performance
6 pages,4 figures
References in corpus (26)
- Energy Dissipation and Transport in Nanoscale Devices
- Thermodynamic uncertainty relation for biomolecular processes
- Quantum Thermodynamic Cycles and quantum heat engines
- Thermal Logic Gates: Computation with phonons
- Thermal memory: a storage of phononic information
- The Josephson heat interferometer
- Colloquium: Quantum heat transport in condensed matter systems
- Radiative bistability and thermal memory
- Performance bound for quantum absorption refrigerators
- Magnon-driven quantum-dot heat engine
- Directed flow in non-adiabatic stochastic pumps
- Quantum Performance of Thermal Machines over Many Cycles
- Single-electron heat diode
- Quantum thermal transistor based on the qubit-qutrit coupling
- Pumping-Restriction Theorem for Stochastic Networks
- Quantum transport in quantum networks and photosynthetic complexes at the steady state
- Steady quantum coherence in non-equilibrium environment
- Josephson thermal memory
- Multifunctional quantum thermal device utilizing three qubits
- Thermoelectrics in Coulomb-coupled quantum dots: Cotunneling and energy-dependent lead couplings
- Transient fluctuation theorems for the currents and initial equilibrium ensembles
- Perfect Thermal Rectification in a Many-Body Quantum Ising Model
- Network analysis of the performance of organic photovoltaic cells: The open circuit voltage and the zero current efficiency
- Cycle/cocycle oblique projections on oriented graphs
- Quantum Thermal Rectification to design thermal diodes and transistors
- Gauge Theory for the Rate Equations: Electrodynamics on a Network
Cited by in corpus (10)
- Nonlocal quantum heat engines made of hybrid superconducting devices
- Inelastic thermoelectric transport and fluctuations in mesoscopic system
- Multitask quantum thermal machines and cooperative effects
- Autonomous demon exploiting heat and information at the trajectory level
- Unveiling Detuning Effects for Heat-Current Control in Quantum Thermal Devices
- Dynamics of two central spins immersed in spin baths
- Quantum thermocouples: nonlocal conversion and control of heat in nanostructures
- Graph theoretic analysis of three-terminal quantum dot thermocouples: Onsager relations and spin-thermoelectric effects
- All-optical control of thermal conduction in waveguide QED
- Top-Ranked Cycle Flux Network Analysis of Molecular Photocells