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A simplified 2D graded mesh FD-TD algorithm for calculating the characteristic impedance of shielded or open planar waveguides with finite metallization thickness

机译:简化的二维渐变网格FD-TD算法,用于计算具有有限金属化厚度的屏蔽或开放式平面波导的特征阻抗

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A full-wave finite-difference time-domain (FD-TD) algorithm for the efficient calculation of the characteristic impedance of planar waveguiding structures including the finite metallization thickness is described. The FD-TD algorithm is based on a 2D graded mesh combined with adequately formulated absorbing boundary conditions. This allows the inclusion of nearly arbitrarily shaped, fully or partially lateral open or shielded guiding structures with layers of finite metallization thickness. Using a modified formulation, an actual 2D grid for 2D problems is obtained, i.e., the grid size for these problems is zero in the z-direction as long as the waveguide is homogeneous in that direction. The characteristic impedances are calculated by using the related adequate power-voltage or power-current definitions, for structures suitable for the usual types of integrated circuits, such as bilateral finlines, open microstrip lines, lateral open triplate lines, open slotlines, and open coplanar lines.
机译:描述了一种用于有效计算包括有限金属化厚度的平面波导结构的特征阻抗的全波有限差分时域(FD-TD)算法。 FD-TD算法基于2D渐变网格,并结合了充分制定的吸收边界条件。这允许包括具有有限的金属化厚度的层的几乎任意形状的,完全或部分横向的开放或屏蔽的引导结构。使用修改后的公式,可以获得用于2D问题的实际2D网格,即,只要波导在z方向上是均匀的,这些问题的网格大小在z方向上为零。通过使用相关的适当功率-电压或功率-电流定义来计算特性阻抗,适用于适用于通常类型的集成电路的结构,例如双边鳍线,微带线开路,三边形开路侧线,开槽线和共面开路线。

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