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Delta-Gap Source Excitation Model in Surface-Volume-Surface Electric Field Integral Equation for 3-D Interconnect Characterization

机译:三维互连表征的表面积容积电场积分方程中的三角形间隙源激发模型

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A delta-gap source model is proposed for Surface-Volume-Surface Electric Field Integral Equation (SVS-EFIE) which is a new class of single source integral equation (SSIE). The proposed excitation model enables the use of SVS-EFIE for full-wave analysis of interconnects which accurately accounts for the loss in the conductors and allows for rigorous handling of the substrate multilayered medium. The delta-gap source model of SVS-EFIE is derived based on the conventional model that was formulated for the classic surface Electric Field Integral Equation (EFIE). The computation of the network parameters, however, requires computation of the electric fields at the ports volumetric cross-sections. The SVS-EFIE and the proposed source model are discretized using Method of Moments (MoM). Preliminary numerical results are provided for current distribution and the input impedance calculations of a dipole antenna. The input impedance of the dipole antenna computed using proposed excitation model is shown to agree well with that computed using classical surface EFIE provided the latter uses appropriate surface impedance model to account for the conductor loss.
机译:提出了一种用于表面积容积电场积分方程(SVS-EFIE)的达达间隙源模型,这是一种新的单源积分方程(SSIE)。所提出的激励模型使得SVS-eFIE能够用于对互连的全波分析,其精确地考虑导体中的损耗并允许衬底多层介质的严格处理。 SVS-EFIE的Δ-GAP源模型基于用于经典电场积分方程(EFIE)的传统模型来得出。然而,网络参数的计算需要计算端口体积横截面处的电场。使用时刻(MOM)的方法离散化SVS-EFIE和所提出的源模型。为电流分布和偶极天线的输入阻抗计算提供了初步数值结果。使用所提出的激励模型计算的偶极天线的输入阻抗显示很好地与使用经典表面eFIE的计算,只要后者使用适当的表面阻抗模型以解释导体损耗。

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