A novel approach to interface high-Q Fabry–Pérot resonators with photonic circuits

Abstract

The unique benefits of Fabry–Pérot resonators as frequency-stable reference cavities and as an efficient interface between atoms and photons make them an indispensable resource for emerging photonic technologies. To bring these performance benefits to next-generation communications, computation, and time-keeping systems, it will be necessary to develop strategies to integrate compact Fabry–Pérot resonators with photonic integrated circuits. In this paper, we demonstrate a novel reflection cancellation circuit that utilizes a numerically optimized multi-port polarization-splitting grating coupler to efficiently interface high-finesse Fabry–Pérot resonators with a silicon photonic circuit. This circuit interface produces a spatial separation of the incident and reflected waves, as required for on-chip Pound–Drever–Hall frequency locking, while also suppressing unwanted back reflections from the Fabry–Pérot resonator. Using inverse design principles, we design and fabricate a polarization-splitting grating coupler that achieves 55% coupling efficiency. This design realizes an insertion loss of 5.8 dB for the circuit interface and more than 9 dB of back reflection suppression, and we demonstrate the versatility of this system by using it to interface several reflective off-chip devices.

Document Details

Document Type
Pub Defense Publication
Publication Date
Nov 01, 2023
Source ID
10.1063/5.0174384

Entities

People

  • Chao Xiang
  • Franklyn Quinlan
  • Haotian Cheng
  • Joel Guo
  • John E. Bowers
  • Naijun Jin
  • Owen Miller
  • Peter T Rakich
  • Scott A. Diddams
  • Yishu Zhou
  • Zhaowei Dai

Organizations

  • Defense Advanced Research Projects Agency
  • National Institute of Standards and Technology
  • National Science Foundation
  • United States Department of Energy
  • University of Colorado
  • University of Colorado Boulder
  • Yale University

Tags

Fields of Study

  • Physics

Readers

  • Microwave Engineering.
  • Nanocomposite Materials Science
  • Parallel and Distributed Computing.