多态物理模型的一些一般性质

P. Rocchi, G. Tsitsiashvili
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引用次数: 0

摘要

目前的贡献集中在随机系统的物理模型上,特别是我们研究了系统功能和维修/维护状态的一般性质。每个宏观状态都有许多采用不同模式的子状态。我们用线性模式描述人工系统,用网格模式描述生物系统。通过类玻尔兹曼熵计算出的每种模式的行为都与经验数据一致。此外,本研究的重点是可修复性函数-由类玻尔兹曼熵导出-它描述了可修复系统的共同特征。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Some General Properties of Multi-state Physical Models
The present contribution centers on the physical models of the stochastic system, in particular we investigate the general properties of functioning and repair/maintenance states of systems. Each macro-state has a number of sub-states that assume different patterns. We depict artificial systems with a linear pattern, and biological systems with a mesh patter. The behavior of each pattern, calculated by means of the Boltzmann-like entropy, is consistent with empirical data. Moreover the present work focuses on the reparability function - derived by the Boltzmann-like entropy - which describes common features of repairable systems.
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