A unified framework based on generalized means derives an infinite family of thermodynamic speed limits for Markov jump processes and chemical reaction networks, each giving a lower bound on entropy production.
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Shortcuts to isothermality applied to ratchet potentials enable separation of Brownian particles by diffusion coefficient D via velocity scaling v_s ∝ (1 - D/D*) / τ in the slow-driving limit, plus a minimal extra work cost ∝ L² v_s.
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Infinite variety of thermodynamic speed limits with general activities
A unified framework based on generalized means derives an infinite family of thermodynamic speed limits for Markov jump processes and chemical reaction networks, each giving a lower bound on entropy production.
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Engineering Ratchet-Based Particle Separation via Shortcuts to Isothermality
Shortcuts to isothermality applied to ratchet potentials enable separation of Brownian particles by diffusion coefficient D via velocity scaling v_s ∝ (1 - D/D*) / τ in the slow-driving limit, plus a minimal extra work cost ∝ L² v_s.