Fundamental limitations for quantum and nano thermodynamics
arXiv:1111.3834 · doi:10.1038/ncomms3059
Abstract
The relationship between thermodynamics and statistical physics is valid in the thermodynamic limit - when the number of particles becomes very large. Here, we study thermodynamics in the opposite regime - at both the nano scale, and when quantum effects become important. Applying results from quantum information theory we construct a theory of thermodynamics in these limits. We derive general criteria for thermodynamical state transformations, and as special cases, find two free energies: one that quantifies the deterministically extractable work from a small system in contact with a heat bath, and the other that quantifies the reverse process. We find that there are fundamental limitations on work extraction from nonequilibrium states, owing to finite size effects and quantum coherences. This implies that thermodynamical transitions are generically irreversible at this scale. As one application of these methods, we analyse the efficiency of small heat engines and find that they are irreversible during the adiabatic stages of the cycle.
Final, published version
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- A finite sufficient set of conditions for catalytic majorization
- Fluctuations in Extractable Work and Bounds on the Charging Power of Quantum Batteries
- Relative volume of comparable pairs under semigroup majorization
- Coherent preorder of quantum states
- Quantum Effects in Ion Transport: A Thermodynamic Resource Theory Approach
- Classical noise and the structure of minimal uncertainty states
- Quantum Shape Effects
- Quantum Enhanced Energy Distribution for Information Heat Engines
- Finite-size catalysis in quantum resource theories
- Quantum Thermodynamics Allows Quantum Measurement Almost Without Collapse
- Synthesis of Energy-Conserving Quantum Circuits with XY interaction
- Mathematical methods for resource-based type theories
- The Coherent Crooks Equality