论文标题
从无Xtbenty小型系统中提取的作品，带有反馈和第二法律的不平等现象
Work Extracting From Nonextensive Small System With Feedback and Second Law-Like Inequalities with Quantum Tsallis Entropy
论文作者
论文摘要
吉布斯 - 玻尔兹曼熵导致对初始条件具有很强依赖性的系统。实际上，大多数材料的行为与初始条件完全独立。无Xtentensive熵或TSALLIS熵导致无Xtenty统计力学。在本文中，我们计算Clausius不等式的Tsallis形式，然后确定使用共同信息中的无X统计统计力学中从小型系统中提取工作的上限。在下文中，我们提取相互信息，并通过量子反馈控制调整麦克斯韦的恶魔。
Gibbs-Boltzmann entropy leads to systems that have a strong dependence on initial conditions. In reality, most materials behave quite independently of initial conditions. Nonextensive entropy or Tsallis entropy leads to nonextensive statistical mechanics. In this paper, we calculate the Tsallis form of Clausius inequality and then determine the upper bound for extracting work from the small system in the nonextensive statistical mechanics with mutual information. In the following, we extract mutual information and adjust Maxwell's demon with quantum feedback control.
