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Optimal control for elliptic systems with pointwise euclidean norm constraints on the controls

机译:椭圆型系统的最优控制,在控制上采用逐点欧式范式约束

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摘要

Optimal control for an elliptic system with pointwise Euclidean norm constraints on the control variables is investigated. First order optimality conditions are derived in amanner that is amenable for numerical realisation.Anefficient semismooth Newton algorithm is proposed based on this optimality system. Numerical examples are given to validate the superlinear convergence of the semismoothNewton algorithm.
机译:研究了对控制变量采用逐点欧几里得范数约束的椭圆系统的最优控制。推导一阶最优条件,以适合数值实现。基于该最优系统,提出了一种有效的半光滑牛顿算法。数值算例验证了半光滑牛顿算法的超线性收敛性。

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