A Two-Dimensional Placement Algorithm for the Master Slice LSI Layout Problem

S. Goto
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引用次数: 8

Abstract

This paper deals with the optimum placement of blocks on a two-dimensional cell-array, which minimizes the total routing length of signal sets. A new heuristic procedure, based on iterative improvement, is proposed. The procedure repeats random generation of an initial solution and its improvement by a sequence of local transformations. The best among the local optimum solutions is taken as a final solution. The iterative improvement method proposed here is different from the previous one in the sense that it considers interchanging more than two blocks at the same time and examines only a small portion of feasible solutions which has high probability of being better. Experimental results show this procedure gives better solutions than the best one up to now. The computation time for each local optimum solution grows almost linearly with regard to the number of blocks.
主片LSI布局问题的二维布局算法
本文研究二维单元阵列上的块的最佳放置,使信号集的总路由长度最小。提出了一种基于迭代改进的启发式算法。该过程重复随机生成初始解并通过一系列局部变换对其进行改进。取局部最优解中的最优解作为最终解。本文提出的迭代改进方法与之前的迭代改进方法的不同之处在于,它考虑同时交换两个以上的块,并且只检查一小部分具有高概率更好的可行解。实验结果表明,该方法比目前最好的方法解得更好。每个局部最优解的计算时间几乎与块的数量呈线性增长。
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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