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METHOD FOR DETERMINING THE COMPLEX THERMAL CHARACTERISTICS orthotropic materials

机译:正交各向异性材料的热特性的测定方法

摘要

Method complex thermophysical characteristics orthotropic material, consisting in that at the sample set probe, which is a substrate having fixed thereto a sensor of the heat flux, an electric heater and temperature sensors, the sample is heated heat constant power, measured density of the heat flux recorded specific capacity of the heat source and is measured at a constant pitch in the temperature of the sample time, wherein the elektronag evatel operate as a square, the temperature is fixed at three points of the sample surface: the point in the central heating and two mutually perpendicular directions, and thermal characteristics determined by the formulas: ;;, - thermal components of x and y axis respectively; μ, η - parameters spatial Fourier cosine transform on coordinates x and y axes, respectively; ℓ - half-width of the heated portion of the square; Ui U- stationary temperature of the test sample surface at points x and y, respectively, -retarded ;;;;;; p, p- parameters of Laplace Integration; p = kp (k 1), - temperature characteristic temporal integral U (t) of the test sample at the point x ;;; θ- component thermal activity z axis, where q * (p) - time integral characteristic thermal flux; λ. - thermal conductivity component of the z direction; - the thermal component in the direction z ;;;;;, - error function; -, - integrated exponential functions, where c- ;; volume heat capacity of the material.
机译:方法复杂的热物理特性正交异性材料,其特征在于,在样品设置探针处,该探针是固定有热通量传感器,电加热器和温度传感器的基板,样品被加热加热恒定功率,测得的热密度通量记录了热源的比容量,并以恒定的螺距在样品时间的温度下进行测量,其中电子蒸发器以正方形运行,温度固定在样品表面的三个点上:中央加热点两个相互垂直的方向,以及由以下公式确定的热特性:;;-x和y轴的热分量; μ,η-分别在坐标x和y轴上进行参数空间傅里叶余弦变换; ℓ-正方形加热部分的一半宽度; Ui U-分别在点x和y处的测试样品表面的静止温度-延迟;;;;;拉普拉斯积分的p,p-参数; p = kp(k> 1),-在点x处测试样品的温度特性时间积分U(t); θ-分量热活动z轴,其中q *(p)-时间积分特征热通量; λ。 -z方向的导热系数; -方向z上的热分量;;;;;;-误差函数; -,-集成指数函数,其中c- ;;材料的体积热容。

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