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On the relationship between static and dynamic models of thermodynamics

机译:关于热力学静态模型与动态模型的关系

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摘要

At the present time, the universality of the thermodynamic method in describing closed (equilibrium) and open (in general, nonequilibrium) thermodynamic systems (flows) is achieved in both cases by the application of the method of quasi-static equilibrium. In this connection, several notions of the quasi-static method such as Poisson's adiabat ds_c = d(pv~k) = 0 and the classical entropy ds_c = d(pv~k), whose areas of action are bounded by closed systems with one or two degrees of freedom, are mechanically extended to open systems with a higher number of degrees of freedom.
机译:目前,在两种情况下,通过应用准静态平衡方法,可以实现描述封闭(平衡)和开放(通常为非平衡)热力学系统(流)的热力学方法的普遍性。在这方面,准静态方法的几个概念,例如泊松绝热ds_c = d(pv〜k)= 0和经典熵ds_c = d(pv〜k),其作用区域受封闭系统的限制,其中一个或两个自由度在机械上扩展到具有更大自由度的开放系统。

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