Thermodynamic, kinetic, and thermokinetic uncertainty relations are derived for arbitrary currents in coherent transport, remaining valid far from equilibrium and in superconducting hybrid structures.
Assessing the validity of the thermodynamic uncertainty relation in quantum systems
3 Pith papers cite this work. Polarity classification is still indexing.
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Derives a universal susceptibility-kinetic uncertainty relation for currents in open quantum systems by defining partial dynamical activity from quantum Fisher information on coupling strength.
A fermionic system uses reversal of current circulation at an energy degeneracy point to measure unknown hopping rates in a quantum Wheatstone bridge setup.
citing papers explorer
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Uncertainty relations for arbitrary currents in coherent transport
Thermodynamic, kinetic, and thermokinetic uncertainty relations are derived for arbitrary currents in coherent transport, remaining valid far from equilibrium and in superconducting hybrid structures.
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Susceptibility-kinetic uncertainty relations for quantum systems
Derives a universal susceptibility-kinetic uncertainty relation for currents in open quantum systems by defining partial dynamical activity from quantum Fisher information on coupling strength.
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Modified Quantum Wheatstone Bridge based on current circulation
A fermionic system uses reversal of current circulation at an energy degeneracy point to measure unknown hopping rates in a quantum Wheatstone bridge setup.