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电涡流传感器中变压器型等效电路的适用性研究 被引量:9

Study on applicability of transformer equivalent circuit in eddy current non-destructive evaluation
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摘要 为考察电涡流传感器中等效电路的适用性,本文从被测体材料角度出发,在分析等效电路基础上,采用分离变量法和数值计算法,得到不同被测材料下探头线圈阻抗与提离高度的关系,并与从等效电路得出的结论比较,确定等效电路的适用性,同时考察被测体厚度对线圈阻抗的影响,最后对得出的结论进行理论分析。结果表明,等效电路的适用性与被测体的涡流渗透厚度无关;对非磁性材料作用下的检测系统,等效电路适用,对铁磁性材料则不适用;同时在计算线圈阻抗时,应保证被测体厚度大于其涡流渗透厚度的20%。 In this paper, the study on the applicability of the equivalent circuit in eddy current sensor is performed. Firstly, the equivalent circuit is analyzed in details. Secondly, the relationship between the coil impedance and its liftoff for different materials are obtained using separation of variables and numerical calculation methods. Comparing with the results from equivalent circuit, the applicability of the equivalent circuit can be determined. Moreover, the influence of the thickness of the measured material on the coil impedance is also investigated. Finally, the conclusion is analyzed theoretically. Through study and analysis, the following conclusion is derived: the applicability of the equivalent circuit is not related to the penetration thickness of measured material; the equivalent circuit is applicable for non-magnetic material, and it is not applicable for ferromagnetic material. Furthermore, due to the influence of skin effect, the coil impedance is calculated accurately only when the thickness of measured material is greater than 20% of its penetration thickness.
出处 《仪器仪表学报》 EI CAS CSCD 北大核心 2007年第3期466-472,共7页 Chinese Journal of Scientific Instrument
基金 机械传动国家重点实验室访问学者基金资助项目
关键词 涡流无损检测 变压器型等效电路 分离变量法 线圈阻抗 提离高度 eddy current non-destructive evaluation transformer equivalent circuit separation of variables coil impedance lift-off
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  • 1王泽忠,严烈通.异步电机斜槽转子三维涡流场计算[J].中国电机工程学报,1995,15(2):118-123. 被引量:11
  • 2Ida N, Bastos J P A. Electromagnetic and calculation of fields (2^nd ed.) [M]. Springer-Verlag New York, Inc., 1997.
  • 3Bossavit A. Computational electromagnetism (Variational formulations, Complemeatarity, Edge elements) [M]. USA: Academic Press,1998.
  • 4Bossavit A. Whitney forms: a class of finite elements for threedimensional computations in eelectromagnetism[J].IEE Proceedings,1988, 135(8): Pt.A:493-499.
  • 5Bossavit A, verite J C. The ‘TRIFOU' Code: Solving the 3-D eddycurrent problem by using H as state-variable[J]. IEEE Trans on Mag.,1983, 19(6): 2465-2470.
  • 6Ren Z, Bouillault F, Razek A. A new hybrid model using electric field formulation for 3-D eddy current problems[J].IEEE Trans. on Mag.,1990, 26(2): 470-473.
  • 7Ruan J J, Chen X Z, Zhou K D. 3D transient eddy current calculation by the hybrid FE-BE method using magnetic field Intensity H[J]. IEEE Trans. on Mag., 1995, 31(3): 1408-1411.
  • 8Yu H T, Shao K R, Li L R, et al. Edge-nodal coupled method for computing 3D eddy current problems[J]. IEEE Trans. on Mag., 1997,33(2): 1378-1381.
  • 9Fujiwara K, Fusayasu H. Acceleration of convergence characteristic of the ICCG method[J]. IEEE Trans. on Mag., 1993, 29(2): 1958-1961.
  • 10团体著者,电子计算机算法手册,1982年

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