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A MORLEY FINITE ELEMENT METHOD FOR AN ELLIPTIC DISTRIBUTED OPTIMAL CONTROL PROBLEM WITH POINTWISE STATE AND CONTROL CONSTRAINTS

机译:具有椭圆状态和控制约束的椭圆分布最优控制问题的Morley有限元方法。

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摘要

We design and analyze a Morley finite element method for an elliptic distributed optimal control problem with pointwise state and control constraints on convex polygonal domains. It is based on the formulation of the optimal control problem as a fourth order variational inequality. Numerical results that illustrate the performance of the method are also presented.
机译:我们设计和分析了一种具有点状状态和凸多边形域控制约束的椭圆分布最优控制问题的Morley有限元方法。它基于将最优控制问题表述为四阶变分不等式。数值结果也说明了该方法的性能。

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