Research Article
Trajectory Optimization of Multi-UAVs for Marine Target Tracking during Approaching Stage
Table 1
Nonlinear model prediction control algorithm based on information entropy (IENMPC).
| Current UAV | Communication | Coordinated UAV |
| Calculating optimal control of k time | Current state of UAV | | Current state of coordinated UAV. | Observation information of sensor acquires | | Observation information of sensor acquires . | Initialize control sequence , cost function , predicted number of steps , iteration step , , and | | |
| While | | While | UAV state propagation [equation (3)] | . | Information matrix, target estimation state, jacobian matrix, and observation noise matrix were acquired through EIF. [equations (7)–(14)] | . | computation [equation (25) and (26)] | . | computation [equation (23)]. | | computation [equation (36)] | . | If , | . | else | . | end | . | | .. | | | end | End | Calculating the status of UAV at k + 1 time [equation (3)] | | |
| Calculating optimal control input of k + 1 time |
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