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Buffer and Wiresizing Optimization under the Distributed RLC Model with Crosstalk Constraint

机译:具有串扰约束的分布式RLC模型下的缓冲区和连线优化

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摘要

In this paper, we study the interconnect buffer and wiresizing optimization problem under a distributed RLC model to optimize not just area and delay, but also crosstalk for RLC circuit with non-monotone signal response. We present a new multi-objective genetic algorithm(MOGA) which uses a single objective sorting(SOS) method for constructing the non-dominated set to solve this multi-objective interconnect optimization problem. The MOGA/SOS optimal algorithm provides a smooth trade-off among signal delay, wave form, and routing area. Furthermore, we use a new method to calculate the lower bound of crosstalk. Extensive experimental results show that our algorithm is scalable with problem size. Furthermore, compared to the solution based on an Elmoredelay model, our solution reduces the total routing area by up to 30%, the delay to the critical sinks by up to 25%, while further improving crosstalk up to 25.73% on average.
机译:在本文中,我们研究了分布式RLC模型下的互连缓冲区和布线优化问题,不仅优化了面积和延迟,而且优化了具有非单调信号响应的RLC电路的串扰。我们提出了一种新的多目标遗传算法(MOGA),该算法使用单目标排序(SOS)方法构造非支配集合来解决此多目标互连优化问题。 MOGA / SOS最佳算法可在信号延迟,波形和路由区域之间进行平滑权衡。此外,我们使用一种新方法来计算串扰的下限。大量的实验结果表明,我们的算法具有问题规模可扩展性。此外,与基于Elmoredelay模型的解决方案相比,我们的解决方案将总布线面积减少了多达30%,到关键汇点的延迟最多减少了25%,同时进一步将串扰平均提高了25.73%。

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