To develop a robust signal detection framework for LPI radar signals in non-Gaussian environments using adaptive dual-threshold hysteresis and CFAR-based noise estimation, improving detection accuracy, continuity, and performance at low SNR conditions.
Abstract:
This work presents a robust signal detection framework for low probability of intercept (LPI) radar signals operating in non-Gaussian and cluttered environments. The proposed method integrates adaptive thresholding with a hierarchical dual-threshold detection mechanism to enhance detection performance under low signal-to-noise ratio (SNR) conditions. A sliding window-based preprocessing stage is employed for noise smoothing, followed by dynamic noise estimation using constant false alarm rate (CFAR) principles. The core contribution lies in a three-state hysteresis detector that utilizes high and low adaptive thresholds to suppress noise-induced fluctuations while preserving weak signal continuity. The system is evaluated using Monte Carlo simulations under composite clutter models, including K-distributed and impulsive noise scenarios. Performance comparisons with conventional CFAR techniques demonstrate improved detection probability, reduced false alarms, and better pulse continuity, particularly at low SNR levels. The proposed approach achieves reliable detection with low computational complexity, making it suitable for real-time radar and electronic warfare applications.
Keywords: LPI radar, CFAR detection, adaptive thresholding, hysteresis detection, dual-threshold method, non-Gaussian noise, K-distributed clutter, Monte Carlo simulation, signal detection, low SNR, pulse detection, radar signal processing.
NOTE: Without the concern of our team, please don't submit to the college. This Abstract varies based on student requirements.

Software: Matlab 2022b or above
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Operating Systems:
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Recommended: An SSD is recommended A full installation of all MathWorks products may take up to 29 GB of disk space
RAM:
Minimum: 4 GB
Recommended: 8 GB
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