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中国物理学会期刊

基于双标样辐射修正的块体热电材料多参数稳态测量装置

A Steady State Multi Parameter Measurement Apparatus for Bulk Thermoelectric Materials with Dual Reference Radiative Heat Loss Correction

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  • 针对毫米级块体热电样品稳态测量中侧向辐射导致轴向热流不守恒的问题,本文提出一种基于双标样辐射修正的热电材料多参数测量方法. 通过待测样上下两端的Inconel 600标样分别确定流入和流出样品的热流,利用二者差值估计侧向热辐射损失,进而修正样品中部的轴向热流;在同一安装状态下,可连续测量热导率、塞贝克系数和电阻率. 三维稳态传热模拟表明,在本文边界条件下,对于横截面为5 mm×5 mm、长度为5–10 mm、热导率为0.5–20Wm−1K−1的样品,算法相对误差小于1%. Inconel 600 校核结果与文献值的偏差为3.5%–4.6%;Bi2Te3、Bi85Sb15和PbTe样品的测试结果与商用系统总体一致,对于推荐的样品尺寸,四项热电参数测量的最大相对偏差绝对值均低于5%,室温附近热导率测量的相对扩展不确定度约为9.9%(k=2). 该方法适用于毫米级块体热电材料的快速、多参数表征.

     

    Reliable evaluation of bulk thermoelectric materials requires the Seebeck coefficient, electrical resistivity, and thermal conductivity to be measured under mutually comparable conditions. For millimeter scale specimens, measurements using different instruments or mounting states are susceptible to deviations caused by anisotropy, contact conditions, and temperature gradient differences. In steady state thermal conductivity measurements, lateral radiative heat loss also makes the axial heat flow position dependent. To address these issues, a steady state multiparameter apparatus using a dual reference configuration and radiative heat loss correction is developed.
    The test specimen is placed between two Inconel 600 reference specimens of known thermal conductivity. The heat flows entering and leaving the specimen are determined independently from the temperature gradients in the upper and lower references. Their imbalance is used to estimate the radiation dominated effective lateral heat loss and to correct the axial heat flow at the specimen mid plane. Thermal conductivity is calculated from the corrected heat flow, specimen geometry, and temperature difference. Without changing the mounting configuration, the Seebeck coefficient and electrical resistivity are subsequently measured, allowing the dimensionless figure of merit ZT to be evaluated for the same specimen under comparable thermal boundary conditions. A three dimensional steady state finite element model is established, and the simulated temperatures at the thermocouple positions are processed using the same data reduction procedure as in the experiment.
    The simulation shows that lateral radiation produces a nonlinear axial temperature distribution. The intrinsic algorithmic error increases with temperature, surface emissivity, specimen aspect ratio, and thermocouple spacing, and is more pronounced for low thermal conductivity materials. Under the geometry and thermal boundary conditions of the present apparatus, this error remains below 1% for specimens with a thermal conductivity of 0.5–20 Wm-1K-1, a cross section of 5 mm×5 mm, and a length of 5–10 mm. This value describes the data reduction error under ideal inputs and does not include experimental uncertainties.
    An Inconel 600 specimen is used to assess the thermal conductivity measurement. Between 296 and 313K, the measured values reproduce the literature temperature dependence but are 3.5%–4.6% higher. Bulk Bi2Te3, Bi85Sb15, and PbTe specimens are then measured and compared with commercial systems. For the recommended specimen geometry of 5 mm×5 mm×10 mm over 296–315 K, the maximum absolute relative deviations in thermal conductivity, Seebeck coefficient, electrical resistivity, and ZT are all below 5%. Repeated mounting of a Bi2Te3 specimen near 320 K gives a relative standard deviation of 0.57% in thermal conductivity. The relative expanded uncertainty of the room temperature thermal conductivity measurement is estimated to be 9.9% at a coverage factor of k = 2.
    The apparatus enables rapid and internally consistent characterization of millimeter scale bulk thermoelectric materials. Its present uncertainty level is appropriate for material screening, trend evaluation, and engineering comparison rather than primary standard thermal conductivity metrology.

     

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