Terminal Impact Time Control Cooperative Guidance Law for UAVs under Time-Varying Velocity
Aiming at the problem that multiple Unmanned Aerial Vehicles (UAVs) attack the stationary target cooperatively under time-varying velocity, the cooperative guidance law with finite time convergence on two-dimensional plan and the three-dimensional cooperative guidance laws with impact time constrain...
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MDPI AG
2021-09-01
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Online Access: | https://www.mdpi.com/2504-446X/5/3/100 |
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author | Zhanyuan Jiang Jianquan Ge Qiangqiang Xu Tao Yang |
author_facet | Zhanyuan Jiang Jianquan Ge Qiangqiang Xu Tao Yang |
author_sort | Zhanyuan Jiang |
collection | DOAJ |
description | Aiming at the problem that multiple Unmanned Aerial Vehicles (UAVs) attack the stationary target cooperatively under time-varying velocity, the cooperative guidance law with finite time convergence on two-dimensional plan and the three-dimensional cooperative guidance laws with impact time constraint are designed separately in this paper. Firstly, based on the relative motion equation between UAV and target on two-dimensional plane, the time cooperative guidance model of multiple UAVs is established. Then based on the consistency theory and graph theory, a distributed time cooperative guidance law is designed, which can ensure that the impact time of all UAVs can be quickly consistent in a limited time. Next, the cooperative guidance problem is expanded from two-dimensional plane to three-dimensional space, the motion model between UAV and target in three-dimensional space is established and the expression of time-to-go estimation under time-varying velocity is derived. Finally, according to whether there is the communication among UAVs under the condition of time-varying velocity, a multiple UAVs three-dimensional cooperative guidance law based on desired impact time and a multiple UAVs three-dimensional cooperative guidance law based on coordination variables are designed, respectively. The simulation results show that the cooperative guidance law with finite time convergence on two-dimensional plan and the three-dimensional cooperative guidance law with impact time constraint proposed in this paper are effective, which can both realize the saturation attack under the time-varying velocity. |
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id | doaj.art-621d6681baf14fb6b7cb0ae9fe6d0e93 |
institution | Directory Open Access Journal |
issn | 2504-446X |
language | English |
last_indexed | 2024-03-10T07:45:26Z |
publishDate | 2021-09-01 |
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series | Drones |
spelling | doaj.art-621d6681baf14fb6b7cb0ae9fe6d0e932023-11-22T12:43:24ZengMDPI AGDrones2504-446X2021-09-015310010.3390/drones5030100Terminal Impact Time Control Cooperative Guidance Law for UAVs under Time-Varying VelocityZhanyuan Jiang0Jianquan Ge1Qiangqiang Xu2Tao Yang3College of Aerospace Science and Engineering, National University of Defense Technology, Changsha 410073, ChinaCollege of Aerospace Science and Engineering, National University of Defense Technology, Changsha 410073, ChinaCollege of Space Command, Space Engineering University, Beijing 101416, ChinaCollege of Aerospace Science and Engineering, National University of Defense Technology, Changsha 410073, ChinaAiming at the problem that multiple Unmanned Aerial Vehicles (UAVs) attack the stationary target cooperatively under time-varying velocity, the cooperative guidance law with finite time convergence on two-dimensional plan and the three-dimensional cooperative guidance laws with impact time constraint are designed separately in this paper. Firstly, based on the relative motion equation between UAV and target on two-dimensional plane, the time cooperative guidance model of multiple UAVs is established. Then based on the consistency theory and graph theory, a distributed time cooperative guidance law is designed, which can ensure that the impact time of all UAVs can be quickly consistent in a limited time. Next, the cooperative guidance problem is expanded from two-dimensional plane to three-dimensional space, the motion model between UAV and target in three-dimensional space is established and the expression of time-to-go estimation under time-varying velocity is derived. Finally, according to whether there is the communication among UAVs under the condition of time-varying velocity, a multiple UAVs three-dimensional cooperative guidance law based on desired impact time and a multiple UAVs three-dimensional cooperative guidance law based on coordination variables are designed, respectively. The simulation results show that the cooperative guidance law with finite time convergence on two-dimensional plan and the three-dimensional cooperative guidance law with impact time constraint proposed in this paper are effective, which can both realize the saturation attack under the time-varying velocity.https://www.mdpi.com/2504-446X/5/3/100multiple UAVstime cooperativeconsensus theoryfinite timetime-varying velocitythree-dimensional |
spellingShingle | Zhanyuan Jiang Jianquan Ge Qiangqiang Xu Tao Yang Terminal Impact Time Control Cooperative Guidance Law for UAVs under Time-Varying Velocity Drones multiple UAVs time cooperative consensus theory finite time time-varying velocity three-dimensional |
title | Terminal Impact Time Control Cooperative Guidance Law for UAVs under Time-Varying Velocity |
title_full | Terminal Impact Time Control Cooperative Guidance Law for UAVs under Time-Varying Velocity |
title_fullStr | Terminal Impact Time Control Cooperative Guidance Law for UAVs under Time-Varying Velocity |
title_full_unstemmed | Terminal Impact Time Control Cooperative Guidance Law for UAVs under Time-Varying Velocity |
title_short | Terminal Impact Time Control Cooperative Guidance Law for UAVs under Time-Varying Velocity |
title_sort | terminal impact time control cooperative guidance law for uavs under time varying velocity |
topic | multiple UAVs time cooperative consensus theory finite time time-varying velocity three-dimensional |
url | https://www.mdpi.com/2504-446X/5/3/100 |
work_keys_str_mv | AT zhanyuanjiang terminalimpacttimecontrolcooperativeguidancelawforuavsundertimevaryingvelocity AT jianquange terminalimpacttimecontrolcooperativeguidancelawforuavsundertimevaryingvelocity AT qiangqiangxu terminalimpacttimecontrolcooperativeguidancelawforuavsundertimevaryingvelocity AT taoyang terminalimpacttimecontrolcooperativeguidancelawforuavsundertimevaryingvelocity |