2004
DOI: 10.1364/ao.43.001342
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Double-layer networks with holographic optical switches

Abstract: The double-layer networks have the advantages of being strictly nonblocking and having a simpler routing algorithm, the lowest system insertion loss, a zero differential loss, fewer drivers, fewer interconnection lines, fewer crossovers, and the best signal-to-noise-ratio characteristic compared with any nondilated network. Using holographic optical switches to construct these networks not only eliminates all interconnection lines and crossovers but also reduces the number of drivers.

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Cited by 5 publications
(1 citation statement)
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“…Here, we theoretically and experimentally demonstrate an easily scalable MZI network topology to carry out calculations for arbitrary real-and nonnegative-valued matrices for PNNs, similar to dilated double-layer networks (SDDLNs). [28][29][30] By delicately designed connection topology, SDDLNs are demonstrated to have two orders of magnitude lower optical path loss and a twofold reduction in the number of tunable phase shifters compared with the universal matrix mesh in the implementation of the largescale matrix. We fabricated a reconfigurable 8 × 8 MZI-based array and experimentally verified the proposed structure with the implementation of a 2 × 4 nonnegative-valued matrix and a 2 × 2 real-valued matrix.…”
Section: Introductionmentioning
confidence: 99%
“…Here, we theoretically and experimentally demonstrate an easily scalable MZI network topology to carry out calculations for arbitrary real-and nonnegative-valued matrices for PNNs, similar to dilated double-layer networks (SDDLNs). [28][29][30] By delicately designed connection topology, SDDLNs are demonstrated to have two orders of magnitude lower optical path loss and a twofold reduction in the number of tunable phase shifters compared with the universal matrix mesh in the implementation of the largescale matrix. We fabricated a reconfigurable 8 × 8 MZI-based array and experimentally verified the proposed structure with the implementation of a 2 × 4 nonnegative-valued matrix and a 2 × 2 real-valued matrix.…”
Section: Introductionmentioning
confidence: 99%