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UNSTEADY OPERATINGMODE OF THERMOPILES

机译:热力学的非稳态操作模式

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Methods of mathematical simulation for unsteady operating modes of stage thermopiles areproposed. Thermopile model is presented as a system of solids with lumped parameters (solidshaving heat capacity, wherein thermoelectric processes of thermal absorption or heat release takeplace), communicating with each other and the environment through thermal conductivities. Suchmodel of stage thermopile is described by the system of ordinary inhomogeneous nonlineardifferential equations, which allowed using for its analysis an effective method of finite elements,well elaborated in computational physics and adapted by the authors for mathematical simulationof unsteady modes of thermopiles. Owing to the fact that calculation of thermal conductivities isperformed with regard to real geometry and thermophysical properties of thermopile parts (sides)and nonlinear dependences of these conductivities on temperature, the accuracy of calculation isachieved that enables to apply proposed methods in all stages of thermoelectric devicedevelopment. In the initial stages the methods are used for design statement formatting, in thesubsequent stages - for confirmatory calculation.
机译:提出了阶段热电堆非稳态运行模式的数学模拟方法。热电堆模型表示为具有集总参数(固体具有热容量,其中发生热吸收或热释放的热电过程),通过热导率彼此和环境连通的固体系统。这种阶段热电堆模型由普通的非均匀非线性微分方程系统描述,该模型允许使用有限元的有效分析方法进行分析,并在计算物理学中进行了详细说明,并被作者用于热电堆非稳态模式的数学模拟。由于热导率的计算是针对热电堆部件(侧面)的实际几何形状和热物理性质以及这些电导率对温度的非线性依赖性进行的,因此可以实现计算的准确性,从而可以将建议的方法应用于热电设备开发的所有阶段。在初始阶段,这些方法用于设计语句的格式设置,在后续阶段-用于确认性计算。

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