Recursive and flat partitioning for VLSI circuit design

S. Areibi
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引用次数: 15

Abstract

Circuit partitioning is a subproblem of the physical design phase and considered to be a very important tool for circuit layout. Recent work of Cong and Lim (1998) suggests that multi-way bi-partitioning is more effective than hierarchical bi-partitioning based on a recursive scheme, in addition to the limitation of recursive multi-way partitioners to minimize absorption cost metrics but not hyper-edge cost metrics. In this paper, we use a modified recursive multi-way partitioner to prove that hierarchical bi-partitioning is more effective than multi-way partitioning for both cost metrics. Results obtained indicate that hierarchical bi-partitioning obtains cutsize results that are on average 25% and 55% better than a multiway flat partitioning based on the hyper-edge and absorption costs, respectively. In addition, a combined hierarchical bi-partitioning followed by a multiway flat partitioning scheme improves results on average by 42% for the hyper-edge cost metric.
VLSI电路设计中的递归与平面划分
电路划分是物理设计阶段的一个子问题,被认为是电路布局的重要工具。Cong和Lim(1998)最近的研究表明,多路双分区比基于递归方案的分层双分区更有效,此外,递归多路分区的限制是最小化吸收成本指标,而不是超边缘成本指标。在本文中,我们使用一个改进的递归多路分区来证明分层双分区比多路分区在两个成本指标上都更有效。结果表明,基于超边缘和吸收成本,分层双分区获得的切割效果分别比多路平面分区平均好25%和55%。此外,结合分层双分区和多路平面分区方案,在超边缘成本度量方面平均提高了42%的结果。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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