Parameterized free space redistribution for engineering change in placement of integrated circuits

Taraneh Taghavi, Shyam Ramji, F. Musante, Suhasini Rege
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Abstract

In this paper we present a method for parameterized free space redistribution of a fragmented placement. The fragmentation problem arises in different contexts within the physical design automation, including post physical synthesis for filler cell insertion, incremental placement, timing optimization, and late mode ECO fix-ups. To address this problem, we apply a post-placement parameterized method of defragmentation. This method involves capturing a view of a given placement and modeling a dynamic programming problem to optimally maximize the amount of so-called useful free space as defined by a given set of parameters. The parameters act as constraints to preserve the row placement and order of the cells while minimizing the perturbation of the whole design for a successful timing and design closure. Experimental results demonstrate that by applying the proposed technique, on average, 9.7% increase in the number of inserted filler cells and 5.7% improvement in the success rate of incremental placement requests can be achieved with minimal or no impact on timing and wirelength. Moreover, when deployed in early mode buffering for timing optimization, this technique can result in 3% reduction in the number of paths with negative slacks.
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工程中集成电路布局变化的参数化自由空间再分配
本文提出了一种碎片化布局的参数化自由空间再分配方法。碎片问题出现在物理设计自动化的不同环境中,包括填充单元插入的后物理合成、增量放置、时间优化和后期模式ECO修复。为了解决这个问题,我们采用了一种放置后参数化的碎片整理方法。该方法包括捕获给定位置的视图,并对动态规划问题进行建模,以最优地最大化由给定参数集定义的所谓有用自由空间的数量。参数充当约束,以保持单元的行位置和顺序,同时最大限度地减少整个设计的扰动,以实现成功的定时和设计闭合。实验结果表明,应用该技术,在对时间和长度影响很小或没有影响的情况下,平均增加了9.7%的插入填充细胞数量和5.7%的增量放置请求成功率。此外,当在早期模式缓冲中部署以进行时间优化时,该技术可以使具有负松弛的路径数量减少3%。
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