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A Modified Step-wise Transient Method for Measuring the Thermal Conductivity of Anisotropic Materials

机译:一种用于测量各向异性材料导热性的改进的逐步瞬态方法

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Acquiring the thermal conductivity of anisotropic insulating materials accurately has important implications for applications of insulation materials. In this study, a modified step-wise transient method with special considerations of heat-loss effect occurring at the edge of measured samples, finite geometry of the sample and orthotropic thermal conductivity was proposed. A three-dimensional model in a rectangular coordinate system was established to describe the heat transfer process correctly. A general analytical solution of the temperature rises of the measured sample was derived by applying Laplace-transform technique and the separation of variables method. It is indicated that the temperatures calculated by the analytical solution agree well with the results of numerical calculation. The sensitivity analysis of crucial parameters was performed to select appropriate measuring points of the measured sample. Based on the above analysis, the orthotropic thermal conductivities of the measured anisotropic materials were achieved by measuring the temperature rises at two points of the measured sample. The simulation results demonstrate the reliability and validity of the proposed model taking orthotropic thermal parameters, heat-loss effect and finite geometry of the sample into account.
机译:获得各向异性绝缘材料的导热率准确地对绝缘材料的应用具有重要意义。在该研究中,提出了一种改进的逐步瞬态瞬态方法,具有在测量样本边缘处发生的热损失效应的特殊考虑,提出了样品的有限几何形状和正交导热率。建立了矩形坐标系中的三维模型来正确描述传热过程。通过施加拉普拉斯变换技术和变量方法的分离来推导测量样品的温度升高的一般分析解。结果表明,通过分析液计算的温度与数值计算的结果很好。进行关键参数的敏感性分析,以选择测量样品的适当测量点。基于上述分析,通过测量测量样品的两点的温度升高来实现测量各向异性材料的正交热导体。仿真结果证明了所提出的模型的可靠性和有效性,以考虑样品的正向热参数,散热效果和有限几何形状。

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