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Physics-informed machine learning for matched field source-range estimationa)
1Applied Ocean Physics and Engineering, Woods Hole Oceanographic Institution, Woods Hole, Massachusetts 02540, USA.
A new physics-informed machine learning framework accurately locates underwater sound sources using matched field processing. This approach enhances ocean acoustic localization in data-limited scenarios by integrating physics into AI models.
Area of Science:
- Ocean acoustics
- Machine learning
- Signal processing
Background:
- Ocean acoustic source localization is crucial for underwater surveillance and research.
- Traditional matched field processing (MFP) methods often require extensive environmental data and are sensitive to mismatches.
- Purely data-driven machine learning (ML) approaches may lack physical consistency.
Purpose of the Study:
- To develop a physics-informed machine learning (ML) framework for ocean acoustic source localization.
- To integrate physics-informed neural networks (PINNs) into the matched field processing (MFP) scheme.
- To enable accurate source-receiver range estimation with sparse measurements and reduced environmental characterization.
Main Methods:
- A physics-informed neural network (PINN) was employed to predict acoustic pressure fields from sparse measurements and a known sound speed profile (SSP).
- The PINN-predicted replica fields were integrated into the MFP algorithm.
- The framework was validated using experimental data from the Shallow Water Evaluation Cell Experiment 1996 (SWellEx-96).
Main Results:
- The proposed method achieved accurate source-receiver range estimation, even in challenging scenarios like the closest point of approach.
- The framework demonstrated robustness against sparse-array configurations and moderate sound speed profile (SSP) mismatches.
- Performance was maintained for array element depths excluded during training, showing good interpolation/extrapolation capabilities.
Conclusions:
- Physics-informed ML offers a powerful approach for ocean acoustic localization in realistic, data-limited environments.
- This method overcomes limitations of conventional model-based MFP by reducing environmental dependency and mitigating mismatch effects.
- The integration of physics into ML models yields physically consistent predictions, enhancing localization accuracy and generalizability.
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