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An improved gradient-integral method with hybrid iteration for surface measurement of free-form large astronomical mirrors

机译:一种改进的具有混合迭代的梯度积分方法,用于自由形状大天文镜的表面测量

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Due to its excellent performance, free-form large astronomical mirrors are playing an important role in astronomical optical telescope. Compared with traditional simple astronomical mirrors, the manufacture and the testing for such kind of mirrors are more complex and difficult since the influence of surface characteristics. In recent years, a gradient-sensing technique based on fringe reflection (FR) is becoming a powerful tool for free-form large astronomical mirror testing owing to its advantages of high accuracy, fast speed, large dynamic range, etc. As an important part of FR, shape integration based on gradient information straightforwardly affects the accuracy of surface reconstruction. To overcome some problems of the existing shape integration methods, e.g. high-frequency information easily missing in Fourier integral method, a high sampling rate requirement in directly linear least-squares integral method based on Southwell's model, etc., an improved shape-integral algorithm with hybrid iteration for surface reconstruction under sparse sampling considering the features of free-form large astronomical mirrors is proposed in this paper. Simulation results demonstrate the effectiveness of the proposed method.
机译:由于其出色的性能,自由形式的大型天文镜在天文光学望远镜中起着重要的作用。与传统的简单天文镜相比,由于表面特性的影响,这种镜的制造和测试更加复杂和困难。近年来,基于条纹反射(FR)的梯度传感技术因其精度高,速度快,动态范围大等优点,正在成为自由形式的大型天文镜测试的有力工具。作为重要组成部分对于FR,基于梯度信息的形状集成直接影响表面重建的准确性。为了克服现有形状整合方法的一些问题,例如傅立叶积分法中容易丢失的高频信息,基于Southwell模型的直接线性最小二乘积分法中的高采样率要求等,考虑到特征的改进的具有混合迭代的形状积分算法用于稀疏采样下的表面重构本文提出了自由形大天文镜的制造方法。仿真结果证明了该方法的有效性。

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