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arXiv 2401.08090astro-ph.IMphysics.optics
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进入非线性及超越:类泽尼克波前传感器

Into nonlinearity and beyond for Zernike-like wavefront sensors

Sebastiaan Y. Haffert

AI总结:

本文针对泽尼克波前传感器动态范围受限的问题,提出非线性重建算法并结合相位排序干涉测量与多波长测量,将动态范围提升至1.4 rad rms,使其成为理想的第二级波前传感器。

摘要:

背景:极大望远镜(ELT)和巨型麦哲伦望远镜(GMT)等望远镜将与极端自适应光学(AO)仪器一起使用,以直接对类地行星成像。为了对地球孪生体成像,AO系统需要在基本极限下工作。一个关键部件是波前传感器。干涉式波前传感器,如泽尼克波前传感器(ZWFS),已被证明其性能接近基本灵敏度极限。然而,灵敏度是以线性度为代价的;ZWFS具有很强的非线性行为。目的:本工作的目标是通过使用非线性重建算法,并结合相位排序干涉测量(PSI)和多波长测量,来提高类泽尼克波前传感器的动态范围。方法:对ZWFS的响应进行了分析和数值研究。结果:所提出的迭代(非)线性重建器对于小像差(<0.25 rad rms)达到机器精度。将非线性重建算法与PSI耦合,将ZWFS的动态范围提高了三倍,达到约0.75 rad rms。增加多个波段再次使动态范围翻倍,达到1.4 rad rms。结论:ZWFS是最灵敏的波前传感器之一,但动态范围有限。如果与所提出的非线性重建算法相结合,ZWFS将是理想的第二级波前传感器。

英文摘要:

Context: Telescopes like the Extremely Large Telescope (ELT) and the Giant Magellan Telescope (GMT) will be used together with extreme adaptive optics (AO) instruments to directly image Earth-like planets. The AO systems will need to perform at the fundamental limit in order to image Earth twins. A crucial component is the wavefront sensor. Interferometric wavefront sensors, such as the Zernike wavefront sensor (ZWFS), have been shown to perform close to the fundamental sensitivity limit. However, sensitivity comes at the cost of linearity; the ZWFS has strong nonlinear behavior. Aims: The aim of this work is to increase the dynamic range of Zernike-like wavefront sensors by using nonlinear reconstruction algorithms combined with phase sorting interferometry (PSI) and multi-wavelength measurements. Methods: The response of the ZWFS is explored analytically and numerically. Results: The proposed iterative (non)linear reconstructors reach the machine precision for small aberrations (<0.25 rad rms). Coupling the nonlinear reconstruction algorithm with PSI increases the dynamic range of the ZWFS by a factor of three to about 0.75 rad rms. Adding multiple wavebands doubles the dynamic range again, to 1.4 radians rms. Conclusion: The ZWFS is one of the most sensitive wavefront sensors, but has a limited dynamic range. The ZWFS will be an ideal second-stage wavefront sensor if it is combined with the proposed nonlinear reconstruction algorithm.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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