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斐索成像干涉仪活塞误差的检测与闭环控制。

Detection and closed-loop control of piston errors for a Fizeau imaging interferometer.

作者信息

Jiang Aimin, Dong Zhichao, Xue Jianwei, Dai Yanfeng, Wang Sen, Wang Jingyu

出版信息

Appl Opt. 2020 May 1;59(13):3892-3900. doi: 10.1364/AO.387895.

DOI:10.1364/AO.387895
PMID:32400658
Abstract

In the Fizeau imaging interferometer testbed we recently built, the optical path difference (OPD; i.e., piston error) among three sub-telescopes should be corrected for phased imaging to enhance the spatial resolution. This study presents the detection of the OPD via a dispersed fringe sensor (DFS) method and its closed-loop control. The retrieval of the OPD from a dispersed fringe map is a fast-Fourier-transform-based DFS method, which indicates in theory that the OPD has a linear relationship with the displacement of the secondary peaks in the Fourier spectrum of the dispersed fringe map. Then the design and alignment of the OPD detection module are presented, as well as the OPD compensation module with a two-level motion stage. A unique benefit of the fast-Fourier-transform-based DFS is high time efficiency for closed-loop control; for a window of $32 \times 128 ;{\rm pixels}$32×128pixels, a 932 Hz computation rate was achieved by dedicated electrical hardware, which is significant for the distributed satellite formation-flying platform. The experiments validated (1) that the detection range of the DFS is more than $\pm {160};\unicode{x00B5}{\rm m}$±160µm, (2) that the OPD has a fine-line relationship with the secondary peak displacement, (3) the feasibility of the DFS method used for closed-loop control, and (4) that an OPD control precision of 0.0593 µm RMS is achieved.

摘要

在我们最近搭建的斐索成像干涉仪试验台上,为了进行相位成像以提高空间分辨率,需要校正三个子望远镜之间的光程差(OPD,即活塞误差)。本研究提出了一种通过色散条纹传感器(DFS)方法检测OPD及其闭环控制。从色散条纹图中检索OPD是一种基于快速傅里叶变换的DFS方法,从理论上表明OPD与色散条纹图傅里叶频谱中次峰的位移呈线性关系。然后介绍了OPD检测模块的设计与对准,以及具有两级运动平台的OPD补偿模块。基于快速傅里叶变换的DFS的一个独特优势是闭环控制具有很高的时间效率;对于一个32×128像素的窗口,通过专用电子硬件实现了932Hz的计算速率,这对于分布式卫星编队飞行平台具有重要意义。实验验证了:(1)DFS的检测范围超过±160μm;(2)OPD与次峰位移具有良好的线性关系;(3)DFS方法用于闭环控制的可行性;(4)实现了均方根为0.0593μm的OPD控制精度。

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