Abstract
We obtain rational suboptimal continuous-time solutions to some optimal control problems specified via time domain performance criteria. These include /spl Lscr//sub 1/ and /spl Lscr//sub /spl infin// norms and peak overshoot. The approach uses linear semi-infinite programming to compute weights for a given finite set of rational basis functions and makes the best possible use of the basis. The closed-loop transfer functions obtained satisfy appropriate interpolation constraints for internal stability and the formulation allows additional linear constraints to be incorporated.
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