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Published on: October 4, 2019
Multiplicative and min processing of experimental passive sonar data from thinned arrays.
Vaibhav Chavali1, Kathleen E Wage1, John R Buck2
1Electrical and Computer Engineering Department, George Mason University, Fairfax, Virginia 22030, USA.
Sparse arrays, like coprime and nested designs, reduce sensor count for passive sonar. The nested min processor effectively mitigates interference in shallow water environments, outperforming other sparse array methods.
Area of Science:
- Acoustics
- Signal Processing
- Array Signal Processing
Background:
- Sparse arrays offer reduced sensor counts for enhanced angular resolution.
- Undersampled sparse arrays necessitate advanced algorithms to resolve aliasing ambiguities.
- Thinned arrays, a subset of sparse arrays, utilize sensor positions on an underlying equally spaced grid.
Purpose of the Study:
- Investigate coprime and nested thinned array geometries in shallow water passive sonar.
- Evaluate multiplicative and min processing algorithms for aliasing suppression.
- Present sparse array designs offering reduced sensor count and improved sidelobe attenuation.
Main Methods:
- Utilized data from a shallow water passive sonar experiment.
- Implemented coprime and nested array configurations using interleaved Uniform Line Arrays (ULAs).
- Applied multiplicative and min processors to combine subarray outputs for spatial spectrum estimation.
Main Results:
- Sparse array designs achieved 33% fewer sensors than a fully-sampled Uniform Line Array (ULA).
- Cross-term interference significantly impacted spectral estimates for coprime/nested multiplicative and coprime min processors.
- The nested min processor demonstrated superior performance, effectively managing coherent multipath.
Conclusions:
- Sparse arrays, particularly the nested min processor, offer efficient solutions for passive sonar in shallow waveguides.
- The nested min processor's ability to handle multipath makes it advantageous over other sparse array techniques.
- Careful selection of array geometry and processing algorithm is crucial for mitigating interference in sparse array systems.
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