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Layout model for optical interconnects based on λ-routing grids and topology embeddings

机译:基于λ路由网格和拓扑嵌入的光互连布局模型

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Optical technology is being promoted as a highly promising, energy-efficient interconnect solution for next generation data centers and high performance computing systems. To overcome the energy and bandwidth limitations of electrical interconnects, all-optical technologies will be deployed at even shorter distances in the near future (board-to-board, on-board, and on-chip). On-board layout models for electronic interconnects, including the Thompson model [J. Comput. System Sci., vol. 28, no. 2, pp. 300, 1984], have long been proposed in the literature and corresponding area-efficient layouts have been found [Int. Conf. Parallel Processing, 2000] for a number of popular topologies. However, optical on-board interconnects have important differences from electrical ones, requiring the introduction of appropriate layout models for them. In this work, we look into the differences between electronic and optical on-board layouts, and propose optical interconnection layout models. In particular, we examine λ-routing grids for on-board optical interconnects in which routing options other than the traditional vertical-horizontal one are used (λ is the number of permitted routing options). We define 2D mesh topologies, based on the proposed λ-routing grids, achieving better bisection width and bisection width over area ratios than with rectangular (λ = 2) grids. We also propose topologies with high connectivity degrees that fit the examined λ-routing grids and present their on-board layouts.
机译:光学技术正在被推广为下一代数据中心和高性能计算系统的极有前途的节能互连解决方案。为了克服电气互连的能量和带宽限制,在不久的将来(板对板,板载和片上),全光技术将以更短的距离部署。电子互连的板上布局模型,包括汤普森模型[J.计算系统科学,第一卷28号[2,pp。300,1984]早已在文献中提出,并已找到相应的面积有效布局[Int。 Conf。并行处理,2000年]。但是,光学板上互连与电气互连之间存在重要差异,因此需要为其引入适当的布局模型。在这项工作中,我们研究了电子和光学板上布局之间的差异,并提出了光学互连布局模型。特别是,我们检查了用于板载光互连的λ路由网格,其中使用了除传统垂直-水平路由选择之外的其他路由选择(λ是允许的路由选择的数量)。我们基于提出的λ路由网格定义2D网格拓扑,与矩形(λ= 2)网格相比,可实现更好的二等分宽度和两等分宽度在面积上的比率。我们还提出了具有高度连通性的拓扑,这些拓扑适合已检查的λ路由网格并提供其板上布局。

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