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A Closed-Form Multiscale Thermal Contact Resistance Model

机译:闭合形式的多尺度热接触电阻模型

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All surfaces are rough to some extent and therefore only a small portion of surfaces actually comes into contact when they are brought together. Therefore heat flow from one object to another is retarded by this incomplete contact, resulting in thermal contact resistance (TCR). Minimizing the TCR is important for many different applications where dissipating heat is important, such as in micro- and high-power electronics. This paper presents a simplified closed-form method for modeling TCR while considering the multiscale nature of surfaces in the contact mechanics and heat transfer theory. When modeling the contact between surfaces, it is important to consider the multiple scales of roughness that exist. Many rough surface contact models exist in the recent literature, but they can be difficult to implement and use for TCR predictions. This paper derives and presents a simplified closed-form multiscale model of TCR. The results are then compared with experimental measurements of the TCR for copper samples and with other existing models. The comparison shows relatively close agreement with the closed-form multiscale model.
机译:所有表面在某种程度上都是粗糙的,因此,当将它们放在一起时,实际上只有一小部分表面接触。因此,这种不完全接触会阻止从一个物体到另一个物体的热流,从而导致热接触电阻(TCR)。对于许多重要的散热应用,例如在微功率和大功率电子设备中,最小化TCR至关重要。本文提出了一种简化的封闭形式的TCR建模方法,同时考虑了接触力学和传热理论中表面的多尺度性质。在模拟表面之间的接触时,重要的是要考虑存在的多个尺度的粗糙度。在最近的文献中存在许多粗糙的表面接触模型,但是它们可能难以实现并将其用于TCR预测。本文推导并提出了简化的TCR封闭形式多尺度模型。然后将结果与铜样品TCR的实验测量值以及其他现有模型进行比较。比较显示与封闭形式的多尺度模型相对接近。

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