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用复变函数法分析二维稳态热流场

Using Variable Complex Function to Analys Mathematically Two Dimensional Steady-State Heat Flow Field

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【作者】 何绍杰

【Author】 He Shaojie (Department of Mechanical Engineering)

【机构】 上海第二工业大学机械系

【摘要】 本文通过热流分析范例数则表明:(1)既求解温度场,又求解热流场,可使整个导热问题获得完美的描述;(2)由于二维稳态导热问题中等温线与热流线正交,应用复变解析函数虚、实部共轭的数学原理求解热流场显得比较方便.

【Abstract】 Several examples of mathematical analysis of heat flow field demonstrate : (1) The solutions of temperature field and the heatfl owflow field expreas completely the heat conduction problem. (2) In the two dimensional steady-state heat conduction problem, since the isotherm orthogonal to the heat flow line, it seems easier to solve the heat flow problems by the conjugate principle of the variable complex functions.

  • 【文献出处】 上海第二工业大学学报 ,Journal of Shanghai Second Polytechnic University , 编辑部邮箱 ,1992年01期
  • 【下载频次】147
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