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Published on: May 8, 2021
Performance weighted blended spectrogram
Jeff Tucker1, Kathleen E Wage1, John R Buck2
1Electrical and Computer Engineering Department, George Mason University, Fairfax, Virginia 22030, USA.
This study introduces the performance weighted blended (PWB) spectrogram, an adaptive algorithm for time-frequency analysis. The PWB spectrogram efficiently separates signals and identifies quiet sources, even with limited computational resources.
Area of Science:
- Signal Processing
- Time-Frequency Analysis
- Machine Learning
Background:
- Conventional spectrograms, based on tapered short-time Fourier transforms, involve a trade-off between resolution and interference suppression.
- Adaptive spectrogram algorithms offer improved performance by adjusting filter banks to incoming data, but often require significant computational resources.
- Existing adaptive methods present challenges for applications with limited computational power, such as autonomous systems.
Purpose of the Study:
- To develop an adaptive spectrogram algorithm suitable for computationally constrained applications.
- To enhance the separation of closely spaced tones and the detection of quiet signals.
- To reduce the computational cost associated with adaptive time-frequency analysis.
Main Methods:
- The performance weighted blended (PWB) spectrogram algorithm was developed.
- PWB combines outputs from conventional filter banks with varying tapers.
- Blend weights are adapted dynamically at each time-frequency point.
Main Results:
- The PWB spectrogram effectively separates loud, closely spaced tones.
- Quiet signals are successfully identified, even in the presence of noise.
- The algorithm demonstrates significantly lower computational requirements compared to other adaptive methods.
- Analysis of underwater glider data confirmed the PWB spectrogram's ability to detect a quiet chirp signal amidst vehicle noise.
Conclusions:
- The PWB spectrogram provides an efficient adaptive solution for time-frequency analysis in resource-limited environments.
- This algorithm offers a practical approach to improving signal detection and separation without prohibitive computational overhead.
- The PWB spectrogram is well-suited for applications like autonomous vehicles and underwater acoustics.
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