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Direct measurement of weakly nonequilibrium system entropy is consistent with Gibbs–Shannon form

机译:直接测量弱非平衡系统的熵与吉布斯-香农形式一致

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摘要

Stochastic thermodynamics extends classical thermodynamics to small systems in contact with one or more heat baths. It can account for the effects of thermal fluctuations and describe systems far from thermodynamic equilibrium. A basic assumption is that the expression for Shannon entropy is the appropriate description for the entropy of a nonequilibrium system in such a setting. Here we measure experimentally this function in a system that is in local but not global equilibrium. Our system is a micron-scale colloidal particle in water, in a virtual double-well potential created by a feedback trap. We measure the work to erase a fraction of a bit of information and show that it is bounded by the Shannon entropy for a two-state system. Further, by measuring directly the reversibility of slow protocols, we can distinguish unambiguously between protocols that can and cannot reach the expected thermodynamic bounds.
机译:随机热力学将经典热力学扩展到与一个或多个热浴接触的小型系统。它可以解释热波动的影响,并描述远离热力学平衡的系统。一个基本的假设是,在这种情况下,香农熵的表达式是对非平衡系统的熵的恰当描述。在这里,我们在局部而非全局平衡的系统中实验性地测量该函数。我们的系统是水中的微米级胶体粒子,具有由反馈阱产生的虚拟双阱电势。我们测量工作以擦除一小部分信息,并表明对于二态系统,它受到香农熵的限制。此外,通过直接测量慢速协议的可逆性,我们可以明确区分可以达到和无法达到预期的热力学范围的协议。

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