The Path Modeling and Evaluation Analysis of Jamming
Xu Peng, Zhenhua Wang, Xiaoyan Wang · 2018
The paper quantitatively studies the flight path problem of the jammer, which has a strong practical significance for evaluating the jamming effect, optimizing the jamming path and saving jamming resources. First, this paper studied the effective suppression range of the jammer under suppression jamming conditions, and then established two typical mathematical models of the jammer flight path within this range: the racetrack and the “8”- shaped. On this basis, the effective time utilization ratio and the average jamming power are proposed. Finally, we could say that the “8”- shaped path could produce more permanent jamming time to the radar via simulation experiments, and verify the correctness of mathematical modeling and the reliability of the evaluation method.