非等温按钮表表面温度在热流测量应用中的影响

David A. Zilles, R. Abhari
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摘要

在许多短时间的实验中,纽扣式计被广泛用于测量对流换热系数。一个钮扣计由一个由绝缘体材料制成的小插入组成,通常是耐热玻璃,表面涂有一层铂活性元素薄膜。在一个典型的短时间实验中,量具最初处于与被测物体相同的温度。随着流动的建立,对流热通量导致压力表表面温度比周围金属壁上升得快得多。这种非等温壁面条件对局部热边界层的影响,从而对测量数据的影响是本程序的重点。对局部非等温条件对纽扣式热流计推算的热流密度的影响进行了详细的实验研究。一个现有的风洞能够产生亚声速到跨声速的流动条件已经被修改,包括一个等温平板测试部分与一排表面平装按钮热通量计。除了纽扣式压力表外,在等温条件下工作的均匀双层卡普顿热流计也应用于平板表面。对实验结果的不确定度进行了详细的研究。作为本研究的一部分,改变了流动马赫数和雷诺数,并量化了它们对仪表响应偏差的相对意义。测得的热流确实与等温测量值有偏差。进一步表明,基于经典传热理论的修正项将调整平板上的测量热流密度以匹配一定雷诺数和温度比范围内的等温值。
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Influence of Non-Isothermal Button Gage Surface Temperature in Heat Flux Measurement Applications
Button gages have been extensively used to measure convective heat transfer coefficients in a number of short duration experiments. A button gage consists of a small insert made from an insulator material, typically Pyrex, with a thin film of Platinum active element painted on its surface. In a typical short duration experiment, gages are initially at the same temperature as the test article. As the flow is established, convective heat flux results in the surface temperature of the gage to rise much more rapidly than the surrounding metal walls. The influence of this non-isothermal wall condition on the local thermal boundary layer and hence the measured data is the focus of the present program. A detailed experimental study of the influence of local non-isothermal conditions on the inferred heat flux from button heat-flux gages is performed. An existing wind tunnel capable of generating subsonic through transonic flow conditions has been modified to include an isothermal flat plate test section with a row of surface flush-mounted button heat-flux gages. In addition to the button gages, a uniform sheet of two-layered Kapton heat-flux gages, operating under isothermal conditions, are also applied to the flat plate surface. A detailed study of the uncertainties of experimental results is performed. As part of this study, flow Mach number and Reynolds number are varied and their relative significance upon the deviation in the response of the gages is quantified. The measured heat flux did show a deviation from the isothermal measured values. It is further shown that a correction term based on classical heat transfer theory will adjust the measured heat flux on the flat plate to match isothermal values for a range of Reynolds numbers and temperature ratios.
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