Cheetham Anthony, Cvetojevic Nick, Norris Barnaby, Sivaramakrishnan Anand, Tuthill Peter
Opt Express. 2014 Jun 2;22(11):12924-34. doi: 10.1364/OE.22.012924.
We present an optical testbed demonstration of the Fizeau Interferometric Cophasing of Segmented Mirrors (FICSM) algorithm. FICSM allows a segmented mirror to be phased with a science imaging detector and three filters (selected among the normal science complement). It requires no specialised, dedicated wavefront sensing hardware. Applying random piston and tip/tilt aberrations of more than 5 wavelengths to a small segmented mirror array produced an initial unphased point spread function with an estimated Strehl ratio of 9% that served as the starting point for our phasing algorithm. After using the FICSM algorithm to cophase the pupil, we estimated a Strehl ratio of 94% based on a comparison between our data and simulated encircled energy metrics. Our final image quality is limited by the accuracy of our segment actuation, which yields a root mean square (RMS) wavefront error of 25 nm. This is the first hardware demonstration of coarse and fine phasing an 18-segment pupil with the James Webb Space Telescope (JWST) geometry using a single algorithm. FICSM can be implemented on JWST using any of its scientic imaging cameras making it useful as a fall-back in the event that accepted phasing strategies encounter problems. We present an operational sequence that would co-phase such an 18-segment primary in 3 sequential iterations of the FICSM algorithm. Similar sequences can be readily devised for any segmented mirror.
我们展示了分段镜菲佐干涉共相算法(FICSM)的光学试验台演示。FICSM允许使用科学成像探测器和三个滤光片(从常规科学配置中选择)对分段镜进行相位调整。它不需要专门的、专用的波前传感硬件。对一个小型分段镜阵列施加超过5个波长的随机活塞和倾斜/俯仰像差,产生了一个初始未相位化的点扩散函数,估计斯特列尔比为9%,作为我们相位算法的起点。在使用FICSM算法对光瞳进行共相后,根据我们的数据与模拟的环围能量指标之间的比较,我们估计斯特列尔比为94%。我们最终的图像质量受分段驱动精度的限制,其产生的均方根(RMS)波前误差为25纳米。这是首次使用单一算法对具有詹姆斯·韦伯太空望远镜(JWST)几何形状的18段光瞳进行粗调和精调的硬件演示。FICSM可以在JWST上使用其任何科学成像相机来实现,这使得它在公认的相位调整策略遇到问题时作为备用方法很有用。我们提出了一个操作序列,该序列将在FICSM算法的3次连续迭代中对这样一个18段主镜进行共相。对于任何分段镜,都可以很容易地设计出类似的序列。