(667f) Investigation of Closed-Loop Optimal Process Scheduling Policies
AIChE Annual Meeting
2017
2017 Annual Meeting
Computing and Systems Technology Division
Integrated Production Scheduling and Control
Thursday, November 2, 2017 - 9:25am to 9:42am
It has since been concluded that the open-loop EMPC problem does not converge as the horizon goes to infinity. In the current effort, we investigate the closed-loop EMPC problem using dynamic programming and the Hamilton-Jacobian-Bellman Equation (HJB). To avoid the curse of dimensionality a simple two state process scheduling example is used. Since the value function-results of the HJB depend on the objective function of the EMPC problem, a variety of (presumably equivalent) objective functions will be considered and compared.
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