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Radar Detection of Fluctuating Targets under Heavy-Tailed Clutter Using Track-Before-Detect
Jie Gao1,2, Jinsong Du3, Wei Wang4,5
1Shenyang Institute of Automation, Chinese Academy of Sciences, Shenyang 110016, China. gaojie@sia.cn.
This study introduces a dynamic programming track-before-detect (DP-TBD) algorithm for detecting fluctuating targets in heavy-tailed clutter. The novel approach improves radar detection performance in challenging non-Gaussian environments.
Area of Science:
- Radar Systems Engineering
- Signal Processing
- Statistical Detection Theory
Background:
- Heavy-tailed clutter, often modeled by K-distribution, poses challenges for conventional radar detection due to non-Gaussian noise and target fluctuations (Swerling type 1).
- Standard track-before-detect (TBD) methods exhibit performance degradation in such environments because of frequent target-like outliers.
Purpose of the Study:
- To develop and evaluate an enhanced dynamic programming track-before-detect (DP-TBD) algorithm for improved detection of fluctuating targets in heavy-tailed clutter.
- To address the limitations of conventional TBD techniques in non-Gaussian environments by incorporating prior information.
Main Methods:
- Derivation of likelihood ratio merit functions for Swerling type 1 targets under non-Gaussian backgrounds.
- Development of an efficient approximation method and a two-stage detection approach to reduce computational complexity.
- Integration of environmental and target fluctuation information into the DP-TBD process.
Main Results:
- The proposed DP-TBD algorithm demonstrates enhanced detection performance compared to conventional methods.
- Numerical simulations confirm the effectiveness of the strategy, particularly for fluctuating targets in heavy-tailed clutter.
- The approximation and two-stage detection methods successfully reduce computational load.
Conclusions:
- The novel DP-TBD algorithm offers a significant improvement in radar detection capabilities for fluctuating targets within heavy-tailed clutter.
- The proposed methods provide a computationally efficient solution for enhancing radar performance in challenging non-Gaussian environments.
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