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Deciphering optical coupled resonant systems with physics-data co-driven deep neural networks
Song-Yi Liu1,2, Hao-Tian Zhong3, Xiao-Chong Yu4
1State Key Laboratory of Information Photonics and Optical Communications, Beijing University of Posts and Telecommunications, Beijing, China.
Light, Science & Applications
|June 23, 2026
Summary
A new deep neural network, CMT-NN, addresses multi-solution problems in coupled mode theory (CMT) for resonant systems. This physics-driven approach rapidly and precisely predicts physical parameters, overcoming limitations of traditional methods.
Area of Science:
- Physics
- Data Science
- Engineering
Background:
- Coupled mode theory (CMT) is widely used for resonant systems.
- Traditional fitting methods struggle with multi-solution scenarios in CMT.
- Implicit physical parameters are crucial for understanding resonant systems.
Purpose of the Study:
- To develop a novel method for predicting physical parameters of complex resonant systems.
- To address and mitigate the multi-solution challenge inherent in CMT.
- To enhance the speed and precision of parameter prediction in resonant system analysis.
Main Methods:
- Proposed a CMT physics and data co-driven deep neural network (CMT-NN).
- Incorporated physical eigenvalues and system response to ensure physics consistency.
- Validated the CMT-NN through simulations and experimental demonstrations.
Main Results:
- CMT-NN accurately predicts implicit physical parameters of complex resonant systems.
- The multi-solution problem is effectively mitigated by the CMT-NN.
- Achieved a three-order-of-magnitude reduction in computation time and a two-order-of-magnitude improvement in prediction performance compared to traditional methods.
- Demonstrated robustness through displacement sensing experiments.
Conclusions:
- CMT-NN offers a rapid, precise, and robust solution for analyzing resonant systems.
- The developed method represents a paradigm shift in applying CMT.
- Provides new insights for the design and optimization of coupled resonant systems.
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