基于观测器的双级压电扫描仪控制。

Yuhe Chang, Sean B Andersson
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引用次数: 0

摘要

尽管原子力显微镜(AFM)在广泛的应用中取得了成功,但它仍然受到成像速度慢的限制。克服这一挑战的方法之一是依靠算法方法,这种方法不是通过加快扫描速度而是通过减少扫描次数来缩短成像时间。这种方案对老式仪器特别有用,因为尽管现有硬件(速度慢),它们仍能带来显著收益。与此同时,子采样算法与可加装到系统中的先进扫描仪相结合,可在成像速度方面取得更大的改进。在这项工作中,我们重点研究了双级压电扫描仪与一种称为局部环形扫描(LCS)的特殊扫描算法的结合使用。LCS 驱动原子力显微镜的尖端沿圆形轨迹移动,同时利用反馈将该圆对准样品边缘,并沿特征移动该圆,从而通过将样品集中到感兴趣的区域来缩短成像时间。双级系统非常适合 LCS,因为该算法可以自然地用高频、短距离路径(扫描圆)和较慢、长距离路径(沿样品的轨迹)来描述。然而,扫描仪的控制并不简单,因为系统是多输入、单输出的。在这里,我们建立了扫描阶段的可控性和可观测性,从而可以通过分离原理为长程和短程执行器开发单独的控制器。然后,我们为短程致动器使用内部模型控制器来跟踪正弦输入(以产生圆周运动),并为长程致动器使用状态空间设定点跟踪控制器。结果将通过仿真进行演示。
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OBSERVER-BASED CONTROL OF A DUAL-STAGE PIEZOELECTRIC SCANNER.

Despite its proven success in a wide variety of applications, the atomic force microscope (AFM) remains limited by its slow imaging rate. One approach to overcome this challenge is to rely on algorithmic approaches that reduce the imaging time not by scanning faster but by scanning less. Such schemes are particularly useful on older instruments as they can provide significant gains despite the existing (slow) hardware. At the same time, algorithms for sub-sampling can yield even greater improvements in imaging rate when combined with advanced scanners that can be retrofitted into the system. In this work, we focus on the use of a dual-stage piezoelectric scanner coupled with a particular scanning algorithm known as Local Circular Scan (LCS). LCS drives the tip of the AFM along a circular trajectory while using feedback to center that circle on a sample edge and to move the circle along the feature, thus reducing imaging time by concentrating the samples to the region of interest. Dual-stage systems are well-suited to LCS as the algorithm is naturally described in terms of a high-frequency, short range path (the scanning circle) and a slower, long range path (the track along the sample). However, control of the scanner is not straightforward as the system is multi-input, single-output. Here we establish controllability and observability of the scanning stage, allowing us to develop individual controllers for the long-range and short-range actuators through the principle of separation. We then use an internal model controller for the short range actuator to track a sinusoidal input (to generate the circular motion) and a state-space set-point tracking controller for the long range actuator. The results are demonstrated through simulation.

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