电磁阀在冲击激励下的动态模型,包括运动和体电流。2

B. Lequesne
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引用次数: 2

摘要

见同上,第142-8页(1988)。由于包括涡流在内的非线性磁系统与涉及时变气隙的机械系统的耦合,直流源(冲击激励)激活的螺线管的建模是困难的。有限元法(二维)已被成功地应用于解决这一复杂问题。然而,大量的连续迭代使得在进行重复设计试验时,例如在优化过程中,变得不方便。结果表明,包括涡流在内的问题几何可以仅用一维近似得到满意的近似。所得方程组用有限差分法求解。与试验数据和二维有限元计算的比较是结论性的。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Dynamic model of solenoids under impact excitation, including motion and body currents. II
For pt.I see ibid., p.142-8 (1988). Modeling of solenoids activated from a DC source (impact excitation) is difficult because of the coupling of a nonlinear magnetic system, which includes eddy currents, with a mechanical system that involves a time-varying airgap. The finite-element method (in two dimensions) has been successfully implemented to solve this complex problem. However, the large number of successive iterations involved makes it inconvenient when repeated design trials are made, for instance, during optimization. It is shown that the problem geometry, including eddy currents, can be satisfactorily approximated using only one dimension. The resulting set of equations is solved using the finite-difference method. Comparisons with test data and with 2-D finite-element calculations are conclusive.<>
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