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Two-bounce optical arbitrary permutation network

机译:两反射光任意排列网络

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The two-bounce free-space arbitrary, interconnection architecture is presented. It.results from a series of three-dimensional topological transformations to the Benes network, the minimum rearrangeable nonblocking network. Although functionally equivalent to the Benes network, it requires only two stages of global (spanning multiple chips) optical interconnections. The remaining stages of the modified Benes interconnection network are local and are implemented electronically (on individual chips). The two-bounce network is optimal in the sense that it retains the Benes minimum number of electronic switching resources yet also minimizes the number of optical links needed for global interconnection. Despite the use of higher-order k-shuffle (k>2) global optical interconnects, the number of 2×2 switching elements is identical to the two-shuffle Benes network: there is no need for k×k crossbar switches for local interconnection at each stage. An experimental validation of the two-bounce architecture is presented. #1998 Optical Society of America OC1S codes: 200.4650, 250.7260.
机译:提出了两反弹自由空间任意互连体系结构。它是从一系列三维拓扑转换到Benes网络(最小可重排非阻塞网络)的结果。尽管在功能上与Benes网络等效,但它仅需要两个阶段的全局(跨越多个芯片)光学互连。改进的Benes互连网络的其余阶段是本地的,并以电子方式实现(在单个芯片上)。从保持Benes最小数量的电子交换资源的同时,也使全球互连所需的光链路数量最小化的意义上说,两跳式网络是最佳的。尽管使用了更高阶的k-shuffle(k> 2)全局光互连,但2×2交换元件的数量与两次shuffle Benes网络相同:本地互连不需要k×k交叉开关在每个阶段。提出了两种反弹架构的实验验证。 #1998美国光学学会OC1S编码:200.4650、250.7260。

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