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An optimal control for a flexible beam with shear force feedback

机译:具有剪切力反馈的柔性梁的最优控制

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A flexible Euler-Bernoulli beam formulated by partial differential equations subject to the boundary shear force feedback is investigated in this paper. An abstract evolution equation corresponding to the beam system is established in an appropriate Hilbert space. A spectral analysis and semigroup generation of the system operator of the beam system are discussed. Finally, an optimal control with minimum norm is proposed and discusses. The existence and uniqueness of the optimal control are proposed and proved, and an approximation theorem is obtained in terms of semigroup methods of operators. A simulation result is shown in the paper.
机译:本文研究了由偏微分方程组成的柔性Euler-Bernoulli梁在边界剪力反馈作用下的状态。在适当的希尔伯特空间中建立了对应于光束系统的抽象演化方程。讨论了光束系统的系统运算符的频谱分析和半群生成。最后,提出并讨论了具有最小范数的最优控制。提出并证明了最优控制的存在性和唯一性,并根据算子的半群方法得到了一个逼近定理。本文显示了仿真结果。

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