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Modeling of silicon microring resonator-based programmable logic device for various arithmetic and logic operation in Z-domain

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Abstract

Programmable logic device is a kind of integrated circuit where different kinds of logic circuits can be designed and reconfigured such as different combinational and arithmetic circuits as per the requirement of the end-users. Optical computing has become an inevitable research area for high-speed operation. In this present communication, we propose an all-optical programmable logic device using optical microring resonator. AND gate can be designed by employing microring resonator based all-optical switch with pump-probe configuration and this methodology is implemented to design a programmable logic device to perform various all-optical arithmetic and logical functions. The proposed circuit is analyzed at a speed of 200 Gbps which is validated through the numerical simulation. Parameters for this design are selected in an optimized manner so that the proposed design can be implemented practically for optical computing.

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Authors and Affiliations

  1. Department of Electrical Engineering, Indian Institute of Technology (Indian School of Mines), Dhanbad, Jharkhand, 826004, India

    Sumanta Kundu & Sanjoy Mandal

  2. Department of Electronics and Instrumentation Engineering, National Institute of Technology Agartala, Agartala, 799046, India

    Manjur Hossain

Authors
  1. Sumanta Kundu
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  2. Manjur Hossain
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  3. Sanjoy Mandal
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Contributions

Sumanta Kundu–Methodology, Application, Simulation, Writing and organizing the original draft. Manjur Hossain- Methodology, as well as examining and revising the main draught manuscript. Sanjoy Mandal—Planning, supervising, reviewing, and editing the draught manuscript.

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Correspondence to Sumanta Kundu.

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Kundu, S., Hossain, M. & Mandal, S. Modeling of silicon microring resonator-based programmable logic device for various arithmetic and logic operation in Z-domain. Opt Quant Electron 55, 175 (2023). https://doi.org/10.1007/s11082-022-04378-0

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