×

Attitude tracking control for reentry vehicles using centralised robust model predictive control. (English) Zbl 1498.93208

Summary: In this work, a centralised robust model predictive control (CRMPC) algorithm is proposed for reentry vehicles to track reference attitude trajectories subject to state/input constraints and uncertainties. In contrast to most designs that apply a cascade control structure for the two-timescale attitude dynamical systems, the proposed control scheme utilises a centralised structure to avoid additional controller development and parameter turning. By designing a nonlinear feedback law and tightening the system constraints, robust constraint satisfaction can be ensured for all admissible uncertainties. In addition, to guarantee the recursive feasibility and closed-loop stability of the proposed CRMPC, a terminal controller, along with a terminal region, is introduced. The validity of using the proposed approach to solve the considered problem is confirmed by executing several experimental studies, which were compared against two other established methods.

MSC:

93B45 Model predictive control
93B35 Sensitivity (robustness)
93C10 Nonlinear systems in control theory
93B52 Feedback control
Full Text: DOI

References:

[1] Axler, S., Eigenvalues, eigenvectors, and invariant subspaces, (Axler, S., Linear algebra done right (2015), Springer International Publishing: Springer International Publishing Cham), 131-161
[2] Bayat, F., Model predictive sliding control for finite-time three-axis spacecraft attitude tracking, IEEE Transactions on Industrial Electronics, 66, 10, 7986-7996 (2019)
[3] Cao, L.; Xiao, B., Exponential and resilient control for attitude tracking maneuvering of spacecraft with actuator uncertainties, IEEE/ASME Transactions on Mechatronics, 24, 6, 2531-2540 (2019)
[4] Capello, E.; Punta, E.; Dabbene, F.; Guglieri, G.; Tempo, R., Sliding-mode control strategies for rendezvous and docking maneuvers, Journal of Guidance, Control, and Dynamics, 40, 6, 1481-1487 (2017)
[5] Chai, R.; Tsourdos, A.; Savvaris, A.; Xia, Y.; Chai, S., Real-time reentry trajectory planning of hypersonic vehicles: A two-step strategy incorporating fuzzy multiobjective transcription and deep neural network, IEEE Transactions on Industrial Electronics, 67, 8, 6904-6915 (2020)
[6] Dong, H.; Hu, Q.; Akella, M. R., Safety control for spacecraft autonomous rendezvous and docking under motion constraints, Journal of Guidance, Control, and Dynamics, 40, 7, 1680-1692 (2017)
[7] Gao, J.; Fu, Z.; Zhang, S., Adaptive fixed-time attitude tracking control for rigid spacecraft with actuator faults, IEEE Transactions on Industrial Electronics, 66, 9, 7141-7149 (2019)
[8] Guo, Z.; Chang, J.; Guo, J.; Zhou, J., Adaptive twisting sliding mode algorithm for hypersonic reentry vehicle attitude control based on finite-time observer, ISA Transactions, 77, 20-29 (2018)
[9] Hegrenæs, Ø.; Gravdahl, J. T.; Tøndel, P., Spacecraft attitude control using explicit model predictive control, Automatica, 41, 12, 2107-2114 (2005) · Zbl 1100.93513
[10] Li, Z.; Jing, X.; Sun, B.; Yu, J., Autonomous navigation of a tracked mobile robot with novel passive bio-inspired suspension, IEEE/ASME Transactions on Mechatronics, 25, 6, 2633-2644 (2020)
[11] Lin, P.; Lu, J.; Tsai, C.; Ho, C., Design and implementation of a nine-axis inertial measurement unit, IEEE/ASME Transactions on Mechatronics, 17, 4, 657-668 (2012)
[12] Mammarella, M.; Lee, D. Y.; Park, H.; Capello, E.; Dentis, M.; Guglieri, G., Attitude control of a small spacecraft via tube-based model predictive control, Journal of Spacecraft and Rockets, 56, 6, 1662-1679 (2019)
[13] Mammarella, M.; Lorenzen, M.; Capello, E.; Park, H.; Dabbene, F.; Guglieri, G., An offline-sampling SMPC framework with application to autonomous space maneuvers, IEEE Transactions on Control Systems Technology, 28, 2, 388-402 (2020)
[14] Mao, Q.; Dou, L.; Yang, Z.; Tian, B.; Zong, Q., Fuzzy disturbance observer-based adaptive sliding mode control for reusable launch vehicles with aeroservoelastic characteristic, IEEE Transactions on Industrial Informatics, 16, 2, 1214-1223 (2020)
[15] Nicolis, D.; Allevi, F.; Rocco, P., Operational space model predictive sliding mode control for redundant manipulators, IEEE Transactions on Robotics, 36, 4, 1348-1355 (2020)
[16] Picasso, B.; De Vito, D.; Scattolini, R.; Colaneri, P., An MPC approach to the design of two-layer hierarchical control systems, Automatica, 46, 5, 823-831 (2010) · Zbl 1191.93004
[17] Saad, A.; Youssef, T.; Elsayed, A. T.; Amin, A.; Abdalla, O. H.; Mohammed, O., Data-centric hierarchical distributed model predictive control for smart grid energy management, IEEE Transactions on Industrial Informatics, 15, 7, 4086-4098 (2019)
[18] Sirmatel, I. I.; Geroliminis, N., Economic model predictive control of large-scale urban road networks via perimeter control and regional route guidance, IEEE Transactions on Intelligent Transportation Systems, 19, 4, 1112-1121 (2018)
[19] Su, B.; Zhang, F.; Huang, P., Robust control of triangular tethered satellite formation with unmeasured velocities, Acta Astronautica, 186, 190-202 (2021)
[20] Tian, B.; Fan, W.; Su, R.; Zong, Q., Real-time trajectory and attitude coordination control for reusable launch vehicle in reentry phase, IEEE Transactions on Industrial Electronics, 62, 3, 1639-1650 (2015)
[21] Würth, L.; Hannemann, R.; Marquardt, W., A two-layer architecture for economically optimal process control and operation, Journal of Process Control, 21, 3, 311-321 (2011)
[22] Yan, H.; Tan, S.; He, Y., A small-gain method for integrated guidance and control in terminal phase of reentry, Acta Astronautica, 132, 282-292 (2017)
[23] Zhang, J.; Ma, K.; Meng, G.; Tian, S., Spacecraft maneuvers via singularity-avoidance of control moment gyros based on dual-mode model predictive control, IEEE Transactions on Aerospace and Electronic Systems, 51, 4, 2546-2559 (2015)
[24] Zhou, B., On stability and stabilization of the linearized spacecraft attitude control system with bounded inputs, Automatica, 105, 448-452 (2019) · Zbl 1458.93200
[25] Zou, A.; Fan, Z., Fixed-time attitude tracking control for rigid spacecraft without angular velocity measurements, IEEE Transactions on Industrial Electronics, 67, 8, 6795-6805 (2020)
This reference list is based on information provided by the publisher or from digital mathematics libraries. Its items are heuristically matched to zbMATH identifiers and may contain data conversion errors. In some cases that data have been complemented/enhanced by data from zbMATH Open. This attempts to reflect the references listed in the original paper as accurately as possible without claiming completeness or a perfect matching.