GORDIAN:一种新的单元格布局全局优化/矩形剖分方法

J. M. Kleinhans, G. Sigl, F. Johannes
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引用次数: 59

摘要

提出了一种由交替和交互的全局优化和划分阶段组成的基于单元格布局样式的布局方法。与使用分而治之范式的其他方法相比,它在所有分区级别的优化期间保持对所有细胞的同时处理。在全局优化阶段,求解具有全局唯一最小值的约束二次优化问题。他们的解决方案诱导细胞分配到区域在分配阶段。对于一般细胞电路,一个高效的穷举切片程序应用于小的细胞子集。设计人员可以从菜单中选择一种配置,以满足他对芯片面积、芯片长宽比和导线长度的要求。在较短的计算时间内获得高面积利用率的位置。该方法已应用于具有多达3000个细胞和网络的通用细胞和标准细胞电路。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
GORDIAN: a new global optimization/rectangle dissection method for cell placement
A placement method for cell-based layout styles composed of alternating and interacting global optimization and partitioning phases is presented. In contrast to other methods using the divide-and-conquer paradigm, it maintains the simultaneous treatment of all cells during optimization over all levels of partitioning. In the global optimization phases, constrained quadratic optimization problems with unique global minima are solved. Their solutions induce the assignment of cells to regions during the partitioning phases. For general-cell circuits, a highly efficient exhaustive slicing procedure is applied to small subsets of cells. The designer may choose a configuration from a menu to meet his requirements on chip area, chip aspect ratio and wire length. Placements with high area utilization are obtained within short computation times. The method has been applied to general-cell and standard-cell circuits with up to 3000 cells and nets.<>
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