Multi-parameter sudden-quench Otto cycles outperform single-parameter versions in net work, efficiency, and refrigerator coefficient of performance for a 1D Bose gas and Ising model.
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Reveals a power-work trade-off in finite-time quantum work extraction and reduces the optimal protocol to a nonlinear self-consistent equation for systems whose control lies in a Lie algebra preserved by the free dynamics.
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Enhanced performance of sudden-quench quantum Otto cycles via multi-parameter control
Multi-parameter sudden-quench Otto cycles outperform single-parameter versions in net work, efficiency, and refrigerator coefficient of performance for a 1D Bose gas and Ising model.
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Optimal Work Extraction from Finite-Time Closed Quantum Dynamics
Reveals a power-work trade-off in finite-time quantum work extraction and reduces the optimal protocol to a nonlinear self-consistent equation for systems whose control lies in a Lie algebra preserved by the free dynamics.