基于高斯-赛德尔方法的分层热模型在楼面规划中的应用

Zhonghua Jiang, N. Xu, Li Gao, Yuchun Ma, Xianlong Hong
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引用次数: 2

摘要

平面图采用分层设计,可扩展到大量模块。热问题已成为集成电路设计的关键问题之一。本文提出了一种高效的分层迭代Gauss-Seidel热模型来指导平面规划,该算法可以在准确估计的情况下加快收敛速度,从而减少运行时间。特别地,高斯-塞德尔迭代法适用于温度的增量更新。与反矩阵法相比,增量式Gauss-Seidel热模型的迭代次数约为反矩阵法的1/5。我们的方法可以比逆矩阵法快5倍。
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Hierarchical thermal model using gauss-seidel method in floorplanning
Hierarchical design is employed in the floorplan for scaling to large number modules. The thermal problem has been emerged as one of the key issues for IC design. In this paper, we proposed an efficient hierarchical iterative Gauss-Seidel thermal model to guide the floorplan, which is an efficient algorithm that can reduce the run-time by speeding up the convergence with accurate estimation. Especially, the Gauss-Seidel Iteration is suitable for incremental temperature updating. Compared with inverting Matrix method, the iterative times of incremental Gauss-Seidel thermal model is approximate to 1/5 of the inverting Matrix method. Our method can be 5 times faster than that of the inverting Matrix method.
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