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The simple derivation for the effective permittivities formulae in the finite difference grids

机译:有限差分网格中有效介电常数公式的简单推导

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In recently years, the finite difference time domain method (FDTD) has been the most popular numerical method in electromagnetic fields, such as for microwave circuit, antennas, etc. In order to deal with inhomogeneous dielectric in the interface, the usual method is to plot out the mesh along the interface in two kinds of dielectric (J.G. Maloney, and G.S. Smith, IEEE Microwave Guided Wave Lett., vol. 10, pp. 359-361, 2000), but this limits the size of the unit grid which is much smaller, and increases computation time. In this paper, by using analogy with the circuit concept of series-parallel connection of capacitance, the approximate formulae of effective permittivities for various inhomogeneous unit grids are deduced. Under the condition of numerical stability, these formulae are combined with the FDTD method of arbitrary spatial mesh to calculate frequency of the resonant cavity. This proposed method can save computing time and memory than the conventional FDTD method. These effective permittivities formulae will be applied in other difference methods for electromagnetic problem.
机译:近年来,时域有限差分法(FDTD)已经成为电磁场中最流行的数值方法,例如用于微波电路,天线等。为了处理界面中的不均匀介电常数,通常的方法是沿界面在两种介质中绘制网格(JG Maloney和GS Smith,IEEE微波导波通讯,第10卷,第359-361页,2000年),但这限制了单元网格的大小,小得多,并增加了计算时间。本文通过类比电容串联-并联的电路概念,推导了各种不均匀单位网格的有效介电常数的近似公式。在数值稳定的条件下,将这些公式与任意空间网格的FDTD方法结合,以计算谐振腔的频率。与传统的FDTD方法相比,该方法可以节省计算时间和内存。这些有效的介电常数公式将用于解决电磁问题的其他差异方法中。

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