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INTERPOLATION/AVERAGING IN NONORTHOGONAL FDTD ALGORITHM

机译:非正交FDTD算法中的插值/求平均值

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摘要

Finite difference time domain (FDTD) method has many applications. This contribution focuses on nonorthogonal FDTD method, which offers an improved geometric flexibility. The effects of the interpolation step in nonorthogonal FDTD on overall accuracy, modeling metallic and dielectric discontinuities, and absorbing boundaries are discussed and the errors are estimated through numerical simulations.
机译:时域有限差分(FDTD)方法具有许多应用。该贡献集中于非正交FDTD方法,该方法提供了改进的几何灵活性。讨论了非正交FDTD中插值步骤对整体精度,对金属和介电不连续性建模以及吸收边界的影响,并通过数值模拟来估计误差。

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