Abstract
AbstractA finite‐element collocation technique is proposed for solving non‐linear distributed parameter system (DPS) optimal control problems. On each element, two Gaussian collocation points and Hermite approximation functions are used in the finite‐element collocation technique. The numerical experience for two non‐linear DPS, one involving distributed control and the other involving spatially‐independent control, is reported. Optimal control of DPS can be computed with relatively low‐order models when this finite‐element collocation technique is used.
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