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Exact solution for optimal placement of electronic components on linear array using analytical thermal wake function

机译:精确的解决方案,利用解析热唤醒功能,可将电子元件最佳地放置在线性阵列上

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Starting from experimental data, an analytical approximation is proposed for the thermal wake function. An integral equation is found relating the temperature with the power distribution. Using a mathematical property of the beta function, the integral equation can be solved analytically, yielding the optimum power density.rnThe increasing power consumption of electronic circuits has initiated much research in the field of thermal analysis. One possible approach to reduce the maximum temperature in a circuit is the efficient placement of components on a board. Although the total power remains unaltered, the thermal conductivity of the substrate influences the temperature distribution. A different placement of the components on the substrate can give rise to lower peak temperatures. Several criteria can be put forward to find an optimal placement. Some authors optimised the reliability of the circuit [1].
机译:从实验数据开始,提出了热唤醒函数的解析近似。找到一个积分方程,将温度与功率分布联系起来。利用贝塔函数的数学性质,可以对积分方程进行解析求解,从而获得最佳的功率密度。rn电子电路功耗的不断增加已在热分析领域展开了许多研究。降低电路最高温度的一种可能方法是在板上高效放置组件。尽管总功率保持不变,但是基板的热导率会影响温度分布。组分在基板上的不同放置会导致较低的峰值温度。可以提出几个标准来找到最佳位置。一些作者优化了电路的可靠性[1]。

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