Radar Signal Detection Using Swerling Target Models with Performance Simulation

Resource Overview

Simulate detection performance across varying SNR levels by generating different target model data under false alarm probability constraints. The radar system employs square law detection followed by non-coherent integration of 10 pulses. Implementation includes generating Swerling 0-IV type target signals with additive white Gaussian noise. Monte Carlo simulations (≥10^5 iterations) are performed for SNR ranging from -10dB to 10dB in 1dB steps, with false alarm probability fixed at 10^-6. Detection probability (Pd) vs SNR curves are plotted to analyze system performance.

Detailed Documentation

To simulate detection performance under different signal-to-noise ratio (SNR) conditions, we generate various target model datasets and process them according to false alarm probability requirements. The radar system configuration implements square law detection followed by non-coherent integration of 10 pulses. The simulation framework generates Swerling type 0-IV target signals with additive white Gaussian noise modeling. For statistical reliability, Monte Carlo simulations with minimum 10^5 iterations are conducted across SNR values ranging from -10dB to 10dB with 1dB increments. The false alarm probability is constrained to 10^-6 throughout the simulation. Key implementation aspects include: 1. Signal generation using Swerling model parameters for amplitude fluctuation characteristics 2. Threshold calculation based on Neyman-Pearson criterion for constant false alarm rate 3. Statistical counting methods for detection probability estimation The simulation results produce detection performance curves where the x-axis represents SNR (1dB step size) and the y-axis shows the corresponding detection probability (Pd).