Canonical structure for constrained optimal control problems
We consider a general class of optimal control problems with regional pole and controller structure constrains. Our goal is to show that for a fairly general class of regional pole and controller structure constraints, such constrained optimal control problems can be reduced to a new one with a canonical structure. A three-step reduction procedure is proposed to achieve our goal, which essentially amounts to repeated augmentation of plant dynamics and repeated reductions of the controller. The reduced problem is one of the standard optimal static output feedback with a decentralized and repeated structure.
Publication Source (Journal or Book title)
American Control Conference
Chen, J., Gu, G., Nett, C., & Xiong, D. (1993). Canonical structure for constrained optimal control problems. American Control Conference, 1607-1611. Retrieved from https://repository.lsu.edu/eecs_pubs/384