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Application of Analytical Solution for Extended Surfaces on Curved and Squared Ribs

机译:曲面和方肋上扩展曲面的解析解的应用

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The presented article discusses how to increase heat transfer through ribbed surfaces and it is oriented to the mathematical representation of temperature fields and the total thermal flow. The complexity of solving for some types of ribs with variable cross-section requires the application of numerical methods, which are applied consequently to the planar rib as well. In this case there was chosen the finite- difference method (FDM). During solution of the cylindrical ribs the FDM method is preferably used directly with regard to the complexity of solving for infinite sums and improper integrals in Bessel functions. In conclusion is assessed the application suitability of the calculation procedure applied to curved ribs. This procedure is usually used to planar ribs. At the same time it is pointed out the possibility of using this method for calculation of the total thermal flow through cylindrical ribs, which have got the squared form.
机译:这篇文章讨论了如何增加通过肋表面的热传递,它针对温度场和总热流的数学表示。解决具有可变横截面的某些类型的肋的复杂性要求应用数值方法,因此也将其应用于平面肋。在这种情况下,选择了有限差分法(FDM)。考虑到求解无限和和贝塞尔函数中不适当积分的复杂性,在求解圆柱肋时,最好直接使用FDM方法。总之,评估了计算程序应用于弯曲肋的适用性。此过程通常用于平肋。同时指出了使用这种方法来计算通过圆柱肋的总热流量的可能性,圆柱肋具有平方的形式。

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