Corbino quantum Hall systems exhibit a large Peltier coefficient that produces observable cooling below bath temperature at the perimeter under appropriately directed radial current.
Fundamental aspects of steady -state conversion of heat to work at the nanoscale,
6 Pith papers cite this work. Polarity classification is still indexing.
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Asymmetry in the adiabatic processes of a relativistic quantum Otto cycle allows efficiency to approach unity under sudden compression but restricts it to one-half under sudden expansion, with increasing oscillator velocity enhancing work output and expanding the engine regime.
A stochastic framework for entropy production in coherent scattering theory is introduced that separates information and thermodynamic contributions and links them to transport fluctuations.
Derives a reversible Seebeck model from drift-diffusion plus Soret effect that recovers a lower-bound band term, keeps standard phonon-drag form, and matches n-doped silicon experiments better than ballistic alternatives in the near-equilibrium limit.
Step-function transmissions in potential barriers reach within 15% of ideal quantum thermoelectric efficiency at finite power outputs and outperform Lorentzian transmissions from quantum dots, particularly when phonons are present.
Lecture notes on quantum thermodynamics showing emergence of thermodynamic laws from quantum theory via Markovian master equations for small systems.
citing papers explorer
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Peltier cooling in Corbino-geometry quantum Hall systems
Corbino quantum Hall systems exhibit a large Peltier coefficient that produces observable cooling below bath temperature at the perimeter under appropriately directed radial current.
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Role of Asymmetry in the Performance Optimization of a Relativistic Quantum Otto Engine
Asymmetry in the adiabatic processes of a relativistic quantum Otto cycle allows efficiency to approach unity under sudden compression but restricts it to one-half under sudden expansion, with increasing oscillator velocity enhancing work output and expanding the engine regime.
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Stochastic entropy production in scattering theory
A stochastic framework for entropy production in coherent scattering theory is introduced that separates information and thermodynamic contributions and links them to transport fluctuations.
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Revisiting Theoretical Modeling of Seebeck Coefficient of Semiconductors
Derives a reversible Seebeck model from drift-diffusion plus Soret effect that recovers a lower-bound band term, keeps standard phonon-drag form, and matches n-doped silicon experiments better than ballistic alternatives in the near-equilibrium limit.
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Potential barriers are nearly-ideal quantum thermoelectrics at finite power output
Step-function transmissions in potential barriers reach within 15% of ideal quantum thermoelectric efficiency at finite power outputs and outperform Lorentzian transmissions from quantum dots, particularly when phonons are present.
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Quantum Thermodynamics
Lecture notes on quantum thermodynamics showing emergence of thermodynamic laws from quantum theory via Markovian master equations for small systems.