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Non-uniform adaptive angular spectrum method and its application to neural network assisted coherent beam combining.
Optics Express
|May 14, 2021
Summary
A Fully Connected Artificial Neural Network (FCANN) corrects laser beam alignment errors using simulated data. This approach enables accurate coherent beam combining and other beam alignment applications.
Area of Science:
- Optics and Photonics
- Artificial Intelligence
- Computational Physics
Background:
- Coherent combination of multiple laser beams is crucial for high-power applications.
- Accurate compensation of phase and alignment errors is essential for efficient beam combination.
- Existing methods often lack the speed and accuracy required for large-scale systems.
Purpose of the Study:
- To develop and validate a novel approach for compensating beam positioning perturbations using a Fully Connected Artificial Neural Network (FCANN).
- To create an efficient simulation method for generating training data for the FCANN, overcoming experimental dataset limitations.
- To demonstrate the viability of the proposed method for coherent beam combining and general beam alignment tasks.
Main Methods:
- Utilized a Fully Connected Artificial Neural Network (FCANN) to evaluate beam shifts and tilts from image pairs.
- Developed the Non Uniform ADaptive Angular Spectrum (NUADAS) method, a variant of the Angular Spectrum (AS) method, for fast and accurate beam propagation simulation.
- Trained the FCANN using a synthetic dataset generated by the NUADAS simulation method.
Main Results:
- The NUADAS method accurately simulates beam propagation in shifted and tilted planes, enabling large-scale synthetic dataset generation.
- The FCANN, trained on NUADAS-generated data, effectively corrects beam positioning perturbations.
- Numerical and experimental validations confirmed the proposed approach's effectiveness.
Conclusions:
- The proposed FCANN-based method, powered by NUADAS simulations, offers a viable solution for accurate and fast compensation of laser beam alignment errors.
- This approach significantly advances the capabilities for coherent beam combining.
- The methodology is applicable to a broader range of beam alignment challenges in optics and photonics.

