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Direction-constrained layer assignment for rectangle escape routing

机译:矩形转义路由的方向受约束的图层分配

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摘要

Given a set of n buses with their possible escape directions to the available boundaries in a pin array, firstly, the layer assignment of the given buses with the same escape direction in rectangle escape routing can be transformed into an interval packing problem. Based on the optimality of a left-edge algorithm for interval packing, the layer assignment of the given buses can be obtained by using the concept of the density-reduction-oriented assignment. Based on the density-reduction-oriented layer assignment on an available boundary, an iterative assignment approach can be proposed for direction-constrained layer assignment in rectangle escape routing. Compared with a direction-constrained algorithm modified from Ma's approximation algorithm[10], the experimental results show that our proposed iterative assignment algorithm obtains the same optimal result but reduces 90.3% of CPU time for eight tested examples on the average.
机译:给定一组n条总线,它们的可能逃逸方向指向引脚阵列中的可用边界,首先,可以将矩形逃生路由中具有相同逃逸方向的给定总线的层分配转换为间隔打包问题。基于用于间隔打包的左边缘算法的最佳性,可以使用面向密度降低的分配概念来获得给定总线的层分配。基于在可用边界上面向密度降低的层分配,可以为矩形逃生路由中的方向约束层分配提出一种迭代分配方法。实验结果表明,与Ma近似算法修正的方向约束算法[10]相比,我们提出的迭代分配算法获得了相同的最优结果,但平均减少了8个测试示例的90.3%的CPU时间。

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