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Mathematical and Optimization Analysis of a Miniature Stirling Cryo-cooler

机译:小型斯特林冷冻机的数学和优化分析

摘要

In the given report, a comprehensive analytical model of the working of a miniature Stirling Cyo-cooler is presented. The motivation of the study is to determine the optimum geometrical parameters of a cryo-cooler such as compressor length, regenerator diameter, expander diameter, and expander stroke. In the first part of the study, an ideal analysis is carried out using the Stirling Cycle and basic thermodynamics equations. Using these equations, rough geometrical parameters are found out.udIn the second part of the study, a more comprehensive Schmidt’s analysis is carried out. In this analysis, pressure and volume variations are considered sinusoidal and based on these, various equations regarding efficiency and COP are derived. Various graphs are generated in MATLAB plotting Refrigeration and Work done w.r.t to various geometrical parameters. With the help of these graphs, the net refrigeration obtained is calculated for a given geometry of cryo-cooler.. This model provides a more accurate picture of the cryo-cooler. However in this analysis, regenerator efficiency is considered 100 % which is not true in practical cases.udIn the third and final part of the study, optimization of regenerator is carried out. This part is based on Ackermann’s analysis in which various looses taking place inside a regenerator are considered and accounted for. These looses are minimized using an iterative cycle and optimum regenerator dimensions are obtained. Thus the geometrical results obtained from the third part of the study are expected to be most accurate as it accounts for most of the looses taking place inside a cryo-cooler.ud
机译:在给定的报告中,提供了一个小型斯特林Cyo冷却器的综合分析模型。该研究的目的是确定低温冷却器的最佳几何参数,例如压缩机长度,蓄热室直径,膨胀机直径和膨胀机冲程。在研究的第一部分中,使用斯特林循环和基本热力学方程式进行了理想分析。使用这些方程式,可以找到粗略的几何参数。 ud在研究的第二部分中,进行了更全面的Schmidt分析。在此分析中,压力和体积变化被认为是正弦曲线,并基于这些变化推导了有关效率和COP的各种方程式。在MATLAB中生成的各种图形将制冷和完成的工作绘制成各种几何参数。借助这些图形,可以为给定的制冷机几何形状计算得到的净制冷量。此模型提供了制冷机的更准确的图像。但是,在此分析中,再生器效率被认为是100%,在实际情况下是不正确的。 ud在研究的第三部分和最后一部分中,对再生器进行了优化。此部分基于Ackermann的分析,其中考虑并考虑了再生器内部发生的各种松动。使用迭代循环可最大程度地减少这些松动,并获得最佳的再生器尺寸。因此,从研究的第三部分获得的几何结果预计是最准确的,因为它说明了发生在低温冷却器内部的大部分松动。

著录项

  • 作者

    V Devaraj; Chhabra Yatin;

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  • 年度 2011
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