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Analysis of thermal stresses in a layered circuit board

机译:分层电路板热应力分析

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When choosing materials for a printed circuit board (PCB), it appears that a common misconception is that the coefficients of thermal expansion should be matched as closely as possible to minimize the stresses. In this paper it is shown that this is not necessarily true. A one-dimensional thermal stress analysis is considered for a printed circuit board (PCB) with N layers. Bending is neglected and average axial normal stresses and shear stresses are accounted for. It is shown that the solution for the shear stresses between layers can be written in the form of a difference equation (recurrence relation). For the first example, a two-layer board is considered. The solution leads to a design guideline. If there is a shear stress design limit then based on this a plot can be made to choose the optimum ratio of CTEs for the layers depending upon whether the conduction heat flow q is zero or not and depending upon magnitude of temperature change. If q = 0, then matching the coefficients of expansion α{sub}1 and α{sub}2 reduces the stress to zero. However if q is not zero at some times, then a choice of the CTE ratio α{sub}1/α{sub}2 should be made to keep the stress between the design limits.
机译:当为印刷电路板(PCB)选择材料时,似乎常见的误解是热膨胀系数应尽可能地匹配,以最小化应力。在本文中,表明这不一定是真的。用N层考虑印刷电路板(PCB)的一维热应力分析。弯曲被忽略,占轴向正常应力和剪切应力。结果表明,层之间的剪切应力的解决方案可以以差分方程(复发关系)的形式写入。对于第一示例,考虑了双层板。解决方案导致设计指南。如果存在剪切应力设计限制,则基于该图,可以使图表选择层的CTE的最佳比率,这取决于导通热流Q是否为零,并且根据温度变化的大小。如果q = 0,则匹配膨胀α{sub} 1和α{sub} 2的系数将应力降低到零。然而,如果q在某个时间不零,则应选择CTE比α{sub} 1 /α} 2的选择以保持设计限制之间的应力。

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