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Online Bias Estimation for Single-Platform Airborne Radar Using Bias-Subspace Information-Guided MAP-EKF
Junwu Luo1, Xujun Guan2, Chuang Song2
1School of Automation Science and Electrical Engineering, Beihang University, Beijing 100191, China.
This study introduces a novel method for airborne radar target tracking to improve online bias estimation. The Bias Subspace Information-Guided MAP-EKF (BI-MAP-EKF) enhances accuracy, especially in challenging geometries.
Area of Science:
- Aerospace Engineering
- Signal Processing
- Control Systems
Background:
- Systematic measurement biases degrade airborne radar target tracking accuracy.
- Online bias estimation is challenging in single-platform operations due to coupled states and nonlinear models.
- Existing methods like direct augmentation or fixed batch optimization have limitations in convergence and update reliability.
Purpose of the Study:
- To develop an effective online bias estimation method for single-platform airborne radar.
- To improve target state and radar bias estimation, particularly under weakly observable conditions.
- To enhance the reliability and efficiency of bias updates in recursive filtering.
Main Methods:
- Proposed a Bias Subspace Information-Guided MAP-EKF (BI-MAP-EKF) algorithm.
- Augmented the state to include target motion and range, azimuth, and elevation biases.
- Utilized posterior Cramér-Rao lower bound (PCRLB) and Schur complement for bias subspace extraction and update reliability assessment.
- Implemented a scheduler with cooldown and maximum-window safeguards for adaptive updates.
Main Results:
- The BI-MAP-EKF significantly improved azimuth bias and horizontal position estimation in weakly informative geometries.
- The method reduced the number of accepted MAP refinements compared to fixed-period MAP and MHE baselines.
- In stronger maneuvering scenarios, it offered a competitive accuracy-cost trade-off.
Conclusions:
- The proposed BI-MAP-EKF scheduler is effective for online bias estimation in single-platform airborne radar.
- It demonstrates particular strength in weakly observable geometries, improving tracking performance.
- The method provides a balanced approach to accuracy and computational cost in various maneuvering conditions.
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