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A multi-solver domain decomposition method for rigorous conductor modeling of signal integrity in integrated circuits

机译:用于集成电路中信号完整性的严格导体建模的多求解器域分解方法

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A frequency-domain multi-solver domain decomposition method is presented to accurately analyze signal integrity problems in multi-scale integrated circuits. In particular, we propose a novel formulation to rigorously account for the conductor loss due to finite conductivities in metals. The proposed non-conformal domain decomposition method follows a hierarchical domain partitioning strategy of the original problem. The most suitable computational electromagnetic technique is employed for each of the subregions. To improve the convergence in the DDM iterations, an optimized Robin type transmission condition is introduced to enforce the field continuities across sub-domain interfaces. Moreover, a hierarchical multi-level fast multiple method is adopted to address the low frequency issues particularly in IC applications. Rigorous numerical experiments validate the potential efficiency and benefits offered by the proposed method.
机译:提出了一种频域多求解器域分解方法,可以准确地分析多尺度集成电路中的信号完整性问题。特别是,我们提出了一种新颖的公式来严格考虑由于金属中有限的电导率引起的导体损耗。提出的非保形域分解方法遵循原始问题的分层域划分策略。对于每个子区域采用最合适的计算电磁技术。为了改善DDM迭代中的收敛性,引入了优化的Robin类型传输条件以强制跨子域接口的字段连续性。此外,采用分层的多级快速多重方法来解决低频问题,尤其是在IC应用中。严格的数值实验验证了所提出方法的潜在效率和益处。

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