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瞬态工况下平板微型热动力装置中最大热负荷的考量及其对蒸发器温度变化的影响

Considerations for the Maximum Heat Load and Its Influence on Temperature Variation of the Evaporator in Flat MHPs in Transient Regimes.

作者信息

Mihai Ioan, Suciu Cornel, Picus Claudiu Marian

机构信息

Faculty of Mechanical Engineering, Automotive and Robotics, Stefan cel Mare University, 720229 Suceava, Romania.

Faculty of Electrical Engineering and Computer Science, Stefan cel Mare University, 720229 Suceava, Romania.

出版信息

Micromachines (Basel). 2022 Jun 20;13(6):979. doi: 10.3390/mi13060979.

Abstract

The present paper describes a series of considerations for the occurrence of capillary boundaries in flat micro heat pipes (flat MHPs) and the conditions required for their stable operation in relation to the working circumstances and to the type of liquids inside the pipes. Particularities of heat transfer in a flat MHP are analyzed for situations of either excessive or deficient working liquid. Depending on the physical properties of the working liquids (acetone, methanol and distilled water), the maximum rate of heat flow that can be applied to a flat MHP is determined analytically. The calculus is made with the assumption that constant vaporization of the liquid is ensured in the flat MHP's evaporator, with no overheating. The considered analytical models allow for the evaluation of the liquid film thickness and the mass flow corresponding to the vaporization region. The temperature difference between the inner and outer walls of a flat MHP is found in the case of a transient regime and a variable thermal flow is applied in the evaporation region. The interior of flat MHPs was modeled in MATLAB using an FTCS (Forward-Time Central-Space) method, which is a finite difference method used for numerically solving the heat equation.

摘要

本文描述了关于扁平微型热管(扁平MHP)中毛细边界出现的一系列考虑因素,以及它们相对于工作环境和管内液体类型稳定运行所需的条件。针对工作液体过多或过少的情况,分析了扁平MHP中传热的特性。根据工作液体(丙酮、甲醇和蒸馏水)的物理性质,通过解析确定了可施加到扁平MHP上的最大热流率。计算是在假定扁平MHP蒸发器中液体持续蒸发且无过热的情况下进行的。所考虑的解析模型允许评估液膜厚度和与蒸发区域对应的质量流量。在瞬态工况下,当蒸发区域施加可变热流时,求出了扁平MHP内外壁之间的温差。使用FTCS(时间前向空间中心)方法在MATLAB中对扁平MHP的内部进行建模,FTCS是一种用于数值求解热方程的有限差分方法。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/a7d8/9227853/add095d5fbaa/micromachines-13-00979-g001.jpg

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