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THEORETICAL STUDY ON THE WETTING LENGTH IN TRIANGLE WETTING REGION OF RECTANGULAR MICROGROOVES

机译:矩形微槽三角润湿区润湿长度的理论研究

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摘要

The mathematical model is established in this article to describe the relationship between the wetting length of working liquid in the triangular wetting region of rectangular capillary microgrooves and the geometric dimension, tilt angle, type of working liquid and heat flux when heating the back of microgrooves heat sink. The model supposes that the vapour-liquid interface of meniscus is quadratic parabola but not arc. The predictions from the theoretical analysis are successfully compared with the experimental results.
机译:在本文中建立了数学模型,以描述矩形毛细管微型植物的三角润湿区域中的工作液的润湿长度与加热微液流热的背面时的工作液体和几何尺寸,倾斜角,加热通量的关系下沉。该模型假设弯月面的蒸汽液体界面是二次抛物线,但不是弧形。与实验结果相比,从理论分析的预测成功地进行了比较。

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