Timing-Driven X-architecture Steiner Minimum Tree Construction Based on Social Learning Multi-Objective Particle Swarm Optimization

Xiaohua Chen, R. Zhou, Genggeng Liu, Zhen Chen, Wenzhong Guo
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引用次数: 1

Abstract

The construction of timing-driven Steiner minimum tree is a critical issue in VLSI routing design. Meanwhile, since the interconnection model of X-architecture can make full use of routing resources compared to the traditional Manhattan architecture, constructing a Timing-Driven X-architecture Steiner Minimum Tree (TDXSMT) is of great significance to improving routing performance. In this paper, an efficient algorithm based on Social Learning Multi-Objective Particle Swarm Optimization (SLMOPSO) is proposed to construct a TDXSMT with minimizing the maximum source-to-sink pathlength. An X-architecture Prim-Dijkstra model is presented to construct an initial Steiner tree which can optimize both the wirelength and the maximum source-to-sink pathlength. In order to find a better solution, an SLMOPSO method based on the nearest and best select strategy is presented to improve the global exploration capability of the algorithm. Besides, the mutation and crossover operators are utilized to achieve the discrete particle update process, thereby better solving the discrete TDXSMT problem. The experimental results indicate that the proposed algorithm has an excellent trade-off between the wirelength and maximum source-to-sink pathlength of the routing tree and can greatly optimize the timing delay.
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基于社会学习多目标粒子群优化的定时驱动x结构Steiner最小树构造
时序驱动Steiner最小树的构造是VLSI路由设计中的一个关键问题。同时,由于与传统的Manhattan架构相比,x架构的互连模型可以充分利用路由资源,因此构建时序驱动的x架构斯坦纳最小树(TDXSMT)对提高路由性能具有重要意义。本文提出了一种基于社会学习多目标粒子群优化(SLMOPSO)的高效算法,以最小化源到集的最大路径长度来构造TDXSMT。提出了一种x结构Prim-Dijkstra模型,构造了一棵既能优化无线长度又能优化最大源到汇路径长度的初始斯坦纳树。为了找到更好的解,提出了一种基于最近邻和最优选择策略的SLMOPSO方法,提高了算法的全局搜索能力。此外,利用突变算子和交叉算子实现离散粒子更新过程,从而更好地解决离散TDXSMT问题。实验结果表明,该算法在路由树的路由长度和最大源到汇路径长度之间有很好的权衡,可以极大地优化时延。
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