ACS61010   Optimal Control   (15 credits)

Description

The module teaches how to design optimal controllers. It starts by explaining the main ideas of infinite-dimensional optimization. In particular, it introduces the Calculus of Variations, a field of mathematics used to find maxima/minima of mappings defined on functions e.g. it allows you to find a trajectory corresponding to the minimum energy/fuel waste. This theory is then used to develop tools for designing optimal controllers. Namely, the maximum principle and dynamic programming are introduced. The module is supported by extensive examples and home assignments that will help you to learn how to apply all the covered techniques.

Reading List