正确性能的时间约束

H. Youssef, E. Shragowitz
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引用次数: 52

摘要

开发了新的方法和算法来推导所有互连的时序约束,并将其应用于解决与布局相关的时序问题。这种方法是基于小区和网的定时特性的详细信息。提出了一种确定网络最大延迟界的极小极大方法,该方法不违反设计中任何逻辑路径上的时间约束。描述了一种证明具有多项式时间特性的近似算法。该算法的递归应用使得整个剩余路径松弛在组成网之间分布,从而实现零松弛。将得到的时序边界应用于不存在时序问题的布局。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Timing constraints for correct performance
Novel methodology and algorithms for the derivation of timing constraints on all the interconnects were developed and applied to solving layout related timing problems. This methodology is based on detailed information on timing characteristics of cells and nets. A minimax approach for identifying maximal delay bounds for nets which do not violate the timing constraints on any of the logical paths in the design was proposed. An approximation algorithm with proven polynomial time behavior was described. The recursive application of this algorithm results in the distribution of the whole remaining path slacks between the comprising nets, and as a result, zero slack is achieved. The obtained timing bounds were applied to produce layouts free from timing problems.<>
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