一般连通性的新模型及其在布局中的应用

Jianjian Song, Heng Kek Choo, W. Zhuang
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引用次数: 5

摘要

本文定义了一种新的通用连通性模型,并给出了该模型在布局中的应用。新模型基于对连接图的更好理解和分析。在最坏情况下,它的计算时间为O(N/sup k+2/),其中N是连接图中的单元数,k是一般连接的阶数。用我们的模型对三个电路进行了41个放置,并与前人提出的电导模型的结果进行了比较。我们的新模型比电导模型更好,因为我们的模型更准确地表征了连接图,计算速度更快,并且产生了更好的结果。三种电路的最佳性能改进分别为35.4% (HK5601)、37.8%(HK5852)和19.2%(HK5851)。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A new model for general connectivity and its application to placement
A new model for general connectivity is defined and its application to placement is presented in this paper. The new model is based on better understanding and analysis of connection graphs. Its computation time in the worst case is O(N/sup k+2/), where N is the number of cells in a connection graph and k is the order of general connectivity. 41 placements for three circuits were carried out with our new model and the results are compared with those from the conductance model proposed by an earlier paper. Our new model is better than the conductance model because ours characterizes the connection graph more accurately, is faster to compute, and produces better results. The best performance improvements for the three circuits are 35.4% (HK5601), 37.8%(HK5852), and 19.2%(HK5851).
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