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Optimal Control of Perturbed Static Systems for Synchrotron Electron Beam Stabilisation

机译:同步电子束稳定化摄动静态系统的最优控制

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This paper considers the problem of designing an optimal controller for the linear static system associated with electron beam stabilisation systems in synchrotrons. The relationship between the actuators and sensors used for electron beam control in synchrotrons is modelled as a static response matrix which is typically ill-conditioned. Singular Value Decomposition (SVD) is commonly used to invert the response matrix and modes associated with small singular values are either discarded or filtered. In this paper, a robust control approach is used to determine the optimal static controller to the perturbed system. It is demonstrated how this approach compares to the use of Tikhonov regularisation for an inverse-based controller. A detailed example from the Diamond Light Source synchrotron is presented, applying both the inverse-based method and the robust control approach to stabilise electron beam motion.
机译:本文考虑了为同步加速器中与电子束稳定系统相关的线性静态系统设计最优控制器的问题。同步加速器中用于电子束控制的执行器和传感器之间的关系被建模为通常情况较差的静态响应矩阵。奇异值分解(SVD)通常用于反转响应矩阵,并且丢弃或过滤与小奇异值关联的模式。在本文中,一种鲁棒的控制方法被用来确定扰动系统的最优静态控制器。演示了此方法与基于逆控制器的Tikhonov正则化的比较。给出了来自钻石光源同步加速器的详细示例,该示例同时应用了基于逆的方法和鲁棒控制方法来稳定电子束运动。

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