用矩阵法分析抛物型翅片

Rohit Gupta, I. Singh
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引用次数: 0

摘要

散热片的每个单元并不是平均散失热量,散热片的散失主要集中在靠近散热片底部的地方。因此,如果采用均匀散热片,就会造成材料的浪费。由于这个原因,不同截面的鳍,如双曲鳍或抛物线鳍被构造。变截面抛物面翅片通常采用普通微积分方法进行分析。本文对变截面抛物线翅进行了分析,应用矩阵法求出了变截面抛物线翅的热传导率。矩阵法已成功地应用于科学和工程问题中,是求解抛物面翅片的温度分布和热传导率的有效工具。
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Analysis of a Parabolic Fin via Matrix Method
Heat is not lost equally by each element of the fin but is lost mostly near the base of the fin. Thus there would be wastage of the material if a uniform fin is used. Due to this reason fins of varying cross-sections like hyperbolic fins or parabolic fins are constructed. The parabolic fin of varying cross-section is usually analyzed by ordinary calculus approach. The paper analyses parabolic fin of varying cross-section to find the rate of conduction of heat through it via the application of matrix method. The matrix method has been applied successfully in science and engineering problems and also comes out to be very effective tool to find the temperature distribution and rate of conduction of heat through a parabolic fin.
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