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Investigation of the Iterative Algorithm of Processing of Measurements of Wave Front Sensors of the Hartmann Type

机译:Hartmann型波前传感器测量处理的迭代算法研究

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摘要

The convergence of an iterative algorithm of phase recovery from the gradient measured is studied by the method of numerical simulation. The algorithm is used in the processing of measurements of wave front sensors of the Hartmann type in adaptive optical systems of phase conjugation. The algorithm is found to have a stable convergence even for small signal-to-noise ratios. From 10 to 20 iterations of calculations are needed to recover phase shifts at discrete points of a wave front. Therefore, the response of an adaptive circuit determining the time of a single iteration of calculations should be at least an order of magnitude faster than the phase fluctuation frequency.
机译:通过数值模拟的方法研究了从测得的梯度中恢复相位的迭代算法的收敛性。该算法用于自适应相位共轭光学系统中Hartmann型波前传感器的测量处理。发现即使对于较小的信噪比,该算法也具有稳定的收敛性。需要进行10到20次迭代计算才能恢复波前离散点的相移。因此,确定计算的单次迭代的时间的自适应电路的响应应该比相位波动频率至少快一个数量级。

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