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Solving the Heat Conduction Problem for an Annular Cylinder with Finite Sizes Containing Internal Heat Sources

机译:解决包含内部热源的有限尺寸环形圆柱体的导热问题

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摘要

The method of finite integral transformations is used to solve the unsteady heat conductance problem for a finite sizes annular cylinder containing continuously acting internal heat sources, the power of which is a function of coordinates and time, with boundary conditions of the third kind at four boundaries.The cylinder is placed in medium, the temperature of which varies with time.The cylinder's initial temperature is a function of coordinates.
机译:有限积分变换法用于解决包含连续作用内部热源的有限尺寸环形圆柱体的非稳态导热问题,该圆柱体的功率是坐标和时间的函数,第三类边界条件在四个边界处将圆柱体放置在温度随时间变化的介质中。圆柱体的初始温度是坐标的函数。

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  • 来源
    《Thermal engineering》 |2011年第2期|p.167-169|共3页
  • 作者

    M.V.Kashcheev;

  • 作者单位

    State Scientific Center of the Russian Federation, the Energy Physics Institute Federal State Unitary Enterprise,pi.Bondarenko 1, Obninsk, Kaluga oblast, 249033 Russia;

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  • 正文语种 eng
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