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用于控制微机电系统(MEMS)变形镜的快速迭代算法(FIA):原理与实验室演示

Fast iterative algorithm (FIA) for controlling MEMS deformable mirrors: principle and laboratory demonstration.

作者信息

Blain Célia, Guyon Olivier, Bradley Colin, Lardière Olivier

机构信息

University of Victoria, Department of Mechanical Engineering, PO Box 3055, Stn. CSC, Victoria, BC, V8W 3P6, Canada.

出版信息

Opt Express. 2011 Oct 24;19(22):21271-94. doi: 10.1364/OE.19.021271.

DOI:10.1364/OE.19.021271
PMID:22108979
Abstract

We present a fast and high accuracy iterative algorithm to control Micro-Electro-Mechanical-System (MEMS) deformable mirrors (DMs) for open-loop (OL) adaptive optics (AO) applications. Our approach relies on a simple physical model for the forces applied on DM actuators and membrane, defined by a small number of parameters that we measure in an experimental setup. The algorithm iteratively applies forces and updates actuator displacements, allowing real-time utilization in an Extreme-AO system (control rate ≥ Khz). Our measurements show that it reproduces Kolmogorov type phase screens with an error equal to 7.3% of the rms of the desired phase (1.6% of the peak-to-valley of the desired phase). This performance corresponds to an improvement of a factor three compared to the standard quadratic model (common relation between voltage and actuator displacement). Originally developed for the DM control of the Subaru Coronagraphic Extreme-AO (SCExAO) project, the algorithm is also suitable for Multi-Object AO systems.

摘要

我们提出了一种快速且高精度的迭代算法,用于控制微机电系统(MEMS)变形镜(DMs),以用于开环(OL)自适应光学(AO)应用。我们的方法依赖于一个简单的物理模型,该模型用于描述施加在DM致动器和薄膜上的力,由我们在实验装置中测量的少量参数定义。该算法迭代地施加力并更新致动器位移,从而能够在极端自适应光学系统(控制速率≥千赫兹)中实时应用。我们的测量结果表明,它能够再现科尔莫戈罗夫型相位屏,误差等于所需相位均方根的7.3%(所需相位峰谷值的1.6%)。与标准二次模型(电压与致动器位移之间的常见关系)相比,这一性能提升了三倍。该算法最初是为斯巴鲁日冕仪极端自适应光学(SCExAO)项目的DM控制而开发的,也适用于多目标AO系统。

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