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arXiv 2306.06397physics.opticscs.ET
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更低深度的可编程线性光学处理器

Lower-depth programmable linear optical processors

Rui Tang, Ryota Tanomura, Takuo Tanemura, Yoshiaki Nakano

AI总结:

针对传统MZI网格LOP移相器级数多、损耗高的问题,提出一种新型可编程线性光学处理器结构,可将稠密与稀疏矩阵的级数分别降至N+2和N+3。

摘要:

可编程线性光学处理器(LOP)能够实现可重构的片上线性变换,因此可在计算和信息处理中获得广泛应用。传统的LOP采用Mach-Zehnder干涉仪(MZI)网格,对于N×N矩阵需要2N+3级移相器。然而,减少移相器级数有助于实现更紧凑、更低损耗的LOP,尤其是在使用长且高损耗的电光移相器时。本工作提出一种新型LOP结构,只要矩阵能够由以往基于MZI的方案实现,该结构就能实现任意此类矩阵。通过数值分析,我们进一步表明,对于大量随机稠密矩阵和稀疏矩阵,所提结构中的移相器级数可分别减少至N+2和N+3。本工作有助于实现紧凑、低损耗且高能效的可编程LOP。

英文摘要:

Programmable linear optical processors (LOPs) can have widespread applications in computing and information processing due to their capabilities to implement reconfigurable on-chip linear transformations. A conventional LOP that uses a mesh of Mach-Zehnder interferometers (MZIs) requires $2N+3$ stages of phase shifters for $N \times N$ matrices. However, it is beneficial to reduce the number of phase shifter stages to realize a more compact and lower-loss LOP, especially when long and lossy electro-optic phase shifters are used. In this work, we propose a novel structure for LOPs that can implement arbitrary matrices as long as they can be realized by previous MZI-based schemes. Through numerical analysis, we further show that the number of phase shifter stages in the proposed structure can be reduced to $N+2$ and $N+3$ for a large number of random dense matrices and sparse matrices, respectively. This work contributes to the realization of compact, low-loss, and energy-efficient programmable LOPs.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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