-
摘要: 运用电磁位对A Φ A方法和库仑规范, 实现了三维涡流场定解问题的完整表述, 建立了1/8有限元模型; 运用四面体单元, 模拟并分析了电涡流缓速器的磁通量分布。由有限元程序求得的电涡流缓速器的制动力矩与试验测量值基本吻合, 说明该模型和计算方法是可行的。Abstract: 3-D non-linear eddy current fields with ferromagnetic moving conductors was studied, the formulation was realized by using the A-Φ-A method in combination with the Coulomb gauge, and 1/8 finite element model was built. The resulting braking torques of procedure of eddy current retarder were compared to measurements. The results show that calculation value and test value are almost equal, the model and computation method are feasible.
-
Key words:
- automobile engineering /
- eddy current /
- retarder /
- 3-D finite element analysis /
- A-Φ-A method
-
[1] Preis B K. On the use of magnetic vector potential in the finite element analysis of three-dimensional eddy currents[J]. IEEE Transportation Magnetics, 1978, 25(4): 1 359-1 365. [2] Gonen D, Stricker S. Analysis of an Eddy-Current Brake[M]. IEEE, 1965. [3] Venkataratnam P K. Analysis and performance of eddy-current brakes with ferromagnetic loss drums[J]. IEEE Proc., 1982, 129(3): 125-131. [4] Burais N, Foggia A, Nicolas A, et al. Numerical solution of eddy currents problems including moving conducting parts[J]. IEEE Transactions on Magnetics, 1984, 20(5): 1 995-1 997. doi: 10.1109/TMAG.1984.1063503 [5] Marechal Y, Meunier G. Computation of 2-D and 3-D eddy currents in moving conductors of electromagnetic retarders[J]. IEEE Transactions on Magnetics, 1990, 26(5): 2 382-2 384. doi: 10.1109/20.104738 [6] Labbe N, Marechal Y, Meunier G, et al. 2-D nonlinear finite element modelling of electromagnetic retarders using time-stepping algorithms and the Petrov-Galerkin method with homogenization techniques[J]. IEEE Transactions on Magnetics, 1992, 32(3): 772-775.