具有多个网格约束的布局压缩算法

Jin-fuw Lee
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引用次数: 3

摘要

随着芯片密度的增加,VLSI芯片上的布线变得越来越困难。因此,在单元格和宏的布局中留下直通通道是很重要的。实现这一目标的一个策略是将导线保持在各自的布线网格上。这一要求对单元格和宏的压缩问题提出了新的约束。提出了一种新的高效算法来解决多网格的压缩问题。算法的最坏情况时间复杂度为O((M+1) (mod V mod + mod E mod))。该算法已在一个压缩器中实现,并应用于微处理器芯片和专用集成电路芯片的版图设计。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A layout compaction algorithm with multiple grid constraints
As the chip density grows, wiring circuits on a VLSI chip becomes hard. It is then important to leave feed-through channels in the layouts of cells and macros. One strategy to achieve this goal is to keep wires on their respective wiring grids. This requirement presents a new constraint to the compaction problem of cells and macros. A new efficient algorithm is proposed to solve such a compaction problem on multiple grids. The worst-case time complexity of the algorithm is O((M+1) ( mod V mod + mod E mod )). The algorithm has been implemented in a compactor and applied to the layout designs for both microprocessor chips and ASIC chips.<>
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