基于拉格朗日松弛的串扰约束迷宫路径

H. Zhou, Martin D. F. Wong
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引用次数: 12

摘要

随着VLSI电路密度的增加,互连线变得更加紧密。这增加了导线之间的相互作用对电路性能的影响,因此,控制串扰的重要性。迷宫路由是一种鲁棒的通用方法,可用于包括多层互连在内的许多情况。本文研究了迷宫布线中的串扰避免问题。首先提出了串扰约束下的迷宫路径问题。然后证明了该问题等价于多约束最短路径问题,并且是强np完全的。基于拉格朗日松弛技术,设计了一种有效的启发式算法来求解该问题。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Crosstalk-constrained maze routing based on Lagrangian relaxation
With the increasing density of VLSI circuits, interconnection wires are getting packed even closer. This has increased the effect of interaction between wires on circuit performance and hence, the importance of controlling crosstalk. Maze routing is a robust and general approach which can be used in many situations including multi-layer interconnections. In this paper we consider crosstalk avoidance in maze routing. The crosstalk-constrained maze routing problem is first formulated. Then we show it is equivalent to the multi-constrained shortest path problem and is strongly NP-complete. Based on the Lagrangian relaxation technique, an effective heuristic algorithm is designed to solve the problem.
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