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Conjugate Thermal Transport in Gas Flow in Long Rectangular MicroChannel

机译:长矩形微通道中气流中的共轭热传递

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This paper is directed at the numerical simulation of pressure-driven nitrogen slip flow in long microchannels, focusing on conjugate heat transfer under uniform heat flux wall boundary condition. This problem has not been studied in detail despite its importance in many practical circumstances such as those related to the cooling of electronic devices and localized heat input in materials processing systems. For the gas phase, the two-dimensional momentum and energy equations are solved, considering variable properties, rarefaction, which involves velocity slip, thermal creep and temperature jump, compressibility, and viscous dissipation. For the solid, the energy equation is solved with variable properties. Four different substrate materials are studied, including commercial bronze, silicon nitride-, pyroceram, and fused silica. The effects of substrate axial conduction, material thermal conductivity and substrate thickness are investigated in detail. It is found that substrate axial conduction leads to a flatter bulk temperature profile along the channel, lower maximum temperature, and lower Nusselt number. The effect of substrate thickness on the conjugate heat transfer is very similar to that of the substrate thermal conductivity. That is, in terms of axial thermal resistance, the increase in substrate thickness has the same impact as that caused by an increase in its thermal conductivity. By comparing the results from constant and variable property models, it is found that the effects of variation in substrate material properties are negligible.
机译:本文针对长微通道中压力驱动的氮气滑流的数值模拟,重点研究了均匀热流壁边界条件下的共轭传热。尽管在许多实际情况下(例如与电子设备的冷却和材料处理系统中的局部热量输入有关的情况)非常重要,但尚未对该问题进行详细研究。对于气相,求解二维动量和能量方程,其中考虑了可变特性,稀疏性,这涉及速度滑移,热蠕变和温度跃变,可压缩性和粘性耗散。对于固体,能量方程具有可变的性质。研究了四种不同的基材材料,包括商用青铜,氮化硅,吡咯烷和熔融石英。详细研究了基材轴向传导,材料导热性和基材厚度的影响。发现衬底轴向传导导致沿着通道的整体温度分布曲线更平坦,更低的最高温度和更低的努塞尔数。基板厚度对共轭传热的影响与基板热导率的影响非常相似。即,就轴向热阻而言,基板厚度的增加与由其热导率增加引起的影响相同。通过比较恒定和可变特性模型的结果,发现基材材料特性变化的影响可以忽略不计。

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