利用瞬态表面温度测量来确定局部对流换热率的简单程序的数值评估

P. Oosthuizen, D. Naylor
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引用次数: 1

摘要

本文对一种基于逆热传导解的瞬态方法进行了数值计算,该方法可用于实验确定物体表面局部传热率的分布。特别令人感兴趣的是在传热系数相对较低的情况下,以及在被考虑的物体表面的传热系数有相对大的变化的情况下。在该方法中,由低导电性材料制成的被研究形状的固体被加热到均匀温度,然后暴露在测试流中。通过在该模型表面上放置一层温度敏感晶体或通过其他方法,可以确定表面上相对较少的选定点的温度达到选定值所需的时间。然后用简单的逆热传导法从这些测量的时间得到表面热流率分布。通过考虑相对低雷诺数的方形圆柱体流动和圆形圆柱体的自然对流流动,对该方法的可行性进行了评价。在这些情况下,已知的局部传热系数分布已被应用于“实验”模型的瞬态冷却数值解中作为边界条件。这些解决方案用于生成“测量”数据,即生成模拟实验数据。然后用反换热法预测了表面局部换热系数的分布,并将预测值与输入值进行了比较。实验测量中的不确定度对这一比较的影响随后用各种假定的不确定度值进行了评估。研究结果表明,所提出的局部换热系数测量方法具有较好的精度。
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A Numerical Evaluation of a Simple Procedure for Using Transient Surface Temperature Measurements to Determine Local Convective Heat Transfer Rates
A transient method, based on an inverse heat conduction solution, for experimentally determining the distribution of local heat transfer rates on the surface of a body has been numerically evaluated. The particular interest is in situations in which the heat transfer coefficients are relatively low and in which there are relatively large changes in the heat transfer coefficient over the surface of the body being considered. In the method, a solid body of the shape being investigated, constructed from a low conductivity material, is heated to a uniform temperature and then exposed to a test flow. Using a layer of temperature sensitive crystal placed over the surface of this model or by other means, the time taken for the temperature at a relatively small number of selected points on the surface to reach a selected value is determined. The surface heat flux rate distribution is then found from these measured times using a simple inverse heat conduction method. The feasibility of this method has been evaluated by considering relatively low Reynolds number flow over a square cylinder and natural convective flow over a circular cylinder. Known local heat transfer coefficient distributions for these situation have been applied as boundary conditions in the numerical solution of the transient cooling of a the “experimental” models. These solutions are used to generate “measured” data i.e. to generate simulated experimental data. The inverse heat transfer method has then been used to predict the local heat transfer coefficient distribution over the surface and the predicted and input distributions have been compared. The effect of uncertainties in the experimental measurements on this comparison has then been evaluated using various assumed uncertainty values. The results of the study indicate that the proposed method of measuring local heat transfer coefficients is capable of giving results of good accuracy.
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