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MAORY optical design analysis and tolerances

机译:MAORY光学设计分析和公差

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MAORY (Multi-conjugate Adaptive Optics RelaY) will be the multi-conjugate adaptive optics module for the ELT first light. MAORY is a post focal relay optics and supports the MICADO imager and spectrograph. The tolerance process of MAORY is one of the most important step in the instrument design since it is intended to ensure that MAORY requested performances are satisfied when the final assembled instrument is operative. At the end, the assignment of tolerances to the various opto-mechanical parameters should be a trade-off between final cost of the system and its resulting performances. This paper describes the logic behind the tolerance analysis starting from definition of quantitative figures of merit for MAORY requirements and ending with estimation of MAORY performances perturbed by opto-mechanical tolerances. The method used to estimate tolerances takes care of compensation of errors during assembly/alignment procedure and uses a Root-Sum-Squared (RSS) merit function to combine independent error contributions. There are two requirements that limit the allowable changes of opto-mechanical parameters. The Root-Mean-Squared wavefront error (RMS WFE) and the optical distortion. The first one must satisfy diffraction limited performance over the MICADO Field-of-View (FoV) while the second one must satisfy high astrometric accuracy and precision. As criterion for tolerancing, the defined merit function considers the RMS wavefront referred to star centroids and adds boundary constraints on the compensators and geometric distortion in MICADO FoV. To evaluate the impact of tolerances on astrometry, a Monte Carlo approach was followed validating the expected performances from a pure opto-mechanical point of view.
机译:MAORY(多共轭自适应光学元件)将成为ELT第一光束的多共轭自适应光学模块。 MAORY是一种后焦中继光学器件,并支持MICADO成像仪和光谱仪。 MAORY的公差过程是仪器设计中最重要的步骤之一,因为它旨在确保在最终组装好的仪器运转时满足MAORY要求的性能。最后,为各种光机械参数分配公差应在系统的最终成本与其产生的性能之间进行权衡。本文描述了公差分析背后的逻辑,该逻辑从对MAORY要求的定量品质因数的定义开始,到对光机械公差所扰动的MAORY性能的估计结束。用于估计公差的方法要注意在组装/对齐过程中补偿误差,并使用均方根(RSS)优点函数来组合独立的误差贡献。有两个要求限制了光机械参数的允许变化。均方根波前误差(RMS WFE)和光学失真。第一个必须满足MICADO视场(FoV)上衍射受限的性能,而第二个必须满足高天文精度和精度。作为容差的标准,定义的优点函数考虑了以星心为参考的RMS波前,并在MICADO FoV中添加了对补偿器的边界约束和几何失真。为了评估公差对天体测量的影响,采用了蒙特卡洛方法,从纯粹的光机械角度验证了预期的性能。

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