Method and device for measuring conductivity of graphite
A measuring method and technology of measuring device, applied in the direction of material resistance, etc., can solve the problems of complex testing and high cost, and achieve the effect of ensuring the testing accuracy
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Embodiment 1
[0037]In this embodiment, graphite worm particles are obtained by expanding 50-mesh expandable flake graphite. The graphite worm particles are placed in a molding die and pressed into a highly conductive flexible graphite sheet under a pressure of 55 MPa. The conductivity of the surface perpendicular to the molding pressure is tested. The size of the sample to be tested is 2 (height) x 10 (width) x 40 (length) mm 3 (Graphite flakes are arranged parallel to the surface of 10mm×40mm). Apply a constant current DC current of 1A in the length direction of the sample to be tested, and measure the potential at equidistant points at intervals of 1mm, so as to obtain the potential distribution data of a series of points along the length direction inside the sample to be tested (such as image 3 Shown), the slope k calculated by the least square method is 0.26. Since the cross-sectional area S in the length direction is 10(width)×40(length)=400mm 2 , Therefore, according to the conduc...
Embodiment 2
[0039] In this embodiment, the electrical conductivity of isotropic graphite in two mutually perpendicular directions of X-axis and Y-axis is measured, and then the degree of isotropy is calculated. The sample size is 2 (height) × 10 (width) × 30 (length) mm 3 , apply a constant current direct current of 1A in the length direction of the sample, and carry out potential measurement at equidistant points with 1 mm intervals, and use the measurement method of the present invention to measure the conductivity of the sample in the X direction of the present embodiment to be 1700 (S / cm), and the conductivity in the Y direction is 2040 (S / cm). Comparing the conductivity values in the X-axis and Y-axis directions, the calculated isotropy of the sample is 1.2 (C).
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