磁通压缩系统电参数的三维计算

C. D. Sijoy, Shashank Chaturvedi
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引用次数: 2

摘要

适用于磁场扩散问题的时域有限差分法(FDTD)已被用于精确计算流体压缩系统中感兴趣的任意绕线螺旋线圈的电阻和电感。这些模拟是使用本地开发的三维可变网格FDTD代码进行的,该代码沿三个方向并行化。电阻计算自动考虑皮肤和邻近效应。模拟还生成了在任意随时间变化的电流波形存在下,磁场在复杂的多材料线圈中扩散的详细三维图像。因此,它们可以为实际系统中的线圈性能提供关键的见解。我们报告的关键问题,必须牢记这样的模拟和测试问题的结果与简单的线圈几何形状。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Three-Dimensional Calculations of Electrical Parameters in Flux Compression Systems
The Finite Difference Time Domain (FDTD) method, adapted for magnetic field diffusion problems, has been applied for accurate calculation of the resistance and inductance of arbitrarily-wound helical coils of interest in flux-compression systems. These simulations have been performed using a locally-developed three-dimensional variable-mesh FDTD code that has been parallelized along three directions. The resistance calculations automatically take account of skin and proximity effects. The simulations also yield a detailed 3-D picture of magnetic field diffusion through a complex, multi-material coil in the presence of arbitrary time-dependent current waveforms. Hence they can provide critical insight into coil performance in real-life systems. We report on the critical issues that must be kept in mind for such simulations and the results of test problems with simple coil geometries.
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