Author
Listed:
- Yiming Liu
- Ziming Xiong
- Jian Wang
- Derong Wang
- Ali Ramazani
Abstract
This study aims to prove the intercepting effectiveness of the new active interception net. According to the timing sequence of intercepting the incoming missile body by the new interception net, the external ballistic equations of the incoming missile body and the interception net are established, respectively, and then the mathematical probability model conforming to the physical characteristics of the interception process is constructed. The process of intercepting the incoming missile by intercepting net is simulated 1000 times by Monte Carlo method on the basis of considering the random parameters such as route shortcut, dive angle, and incoming velocity of the incoming missile. The simulation results under different intercept conditions, including the optimal intercept angle, the power of the payload warhead, and the probability of intercept damage, are analyzed. Through analysis, it is found that with the cooperation of multiple interception nets, the probability of interception and damage to the incoming target can be significantly improved. When the velocity of the incoming missile body is up to 900 m/s, the probability of damage is over 65%. The research content theoretically verifies the effectiveness of ultra-short-range interception of the new active interception net. In order to further verify the reliability of interception, a new interception net was carried out to verify the interception of the incoming missile body. Through the analysis of the test results, it is found that the new interception net can intercept the incoming missile body effectively after launch, which well verifies the Monte Carlo simulation results and further proves the intercepting effectiveness of the new interception net.
Suggested Citation
Yiming Liu & Ziming Xiong & Jian Wang & Derong Wang & Ali Ramazani, 2022.
"Monte Carlo-Based Analysis and Experimental Validation of the Interception-Damage Probability of the New Active Interception Net,"
Mathematical Problems in Engineering, Hindawi, vol. 2022, pages 1-12, August.
Handle:
RePEc:hin:jnlmpe:5438023
DOI: 10.1155/2022/5438023
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