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Wide-Sense Nonblocking Multiplane Photonic Banyan-Type Switching Fabrics With Zero Crosstalk

机译:零串扰的宽感无阻塞多平面光子榕树型交换结构

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A new control algorithm for multi-plane banyantype switching fabrics has been proposed recently. It has been shown that using this algorithm such switching fabrics can be wide-sense nonblocking (WSNB) when the number of planes is lower than for the strictly nonblocking (SNB) one, and for even number of stages the WSNB switching fabric requires the same number of planes as rearrangeable one. The considered algorithm and WSNB conditions did not take into account crosstalk constraint, which is an important factor in photonic switching. This paper enhanced this algorithm to the case when the first order crosstalk in the switching fabric is not allowed. WSNB conditions for this enhanced algorithm are also derived. It is shown that the number of planes required is less than those derived earlier in other papers for WSNB multiplane banyantype switching fabrics under crosstalk constraint.
机译:最近,提出了一种用于多平面榕树型交换结构的新控制算法。已经显示,使用这种算法,当平面的数量少于严格无阻塞(SNB)的平面数时,这种交换结构可以是广义的无阻塞(WSNB),并且对于偶数级,WSNB交换结构也需要相同的广度无阻塞(WSNB)。飞机数量可重排。所考虑的算法和WSNB条件未考虑串扰约束,这是光子交换的重要因素。本文将这种算法增强到不允许交换结构中出现一阶串扰的情况。还推导了此增强算法的WSNB条件。结果表明,在串扰约束下,对于WSNB多平面banyantype交换结构,所需的平面数量少于其他论文中早先推导的平面数量。

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