2021
DOI: 10.1016/j.optcom.2021.127388
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The piston error recognition technique used in the modified Shack–Hartmann sensor

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Cited by 4 publications
(2 citation statements)
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“…The correction of the piston error can usually be divided into two types: intensity techniques, in which measurements are made directly from intensity distributions or streaks, such as modified Shack-Hartmann sensing [8,9], dispersed fringes sensors [10], pyramidal sensors [11], and interferometry with masks and diffracting components [12,13]; and modulation transfer function (MTF) techniques, which can extract the peak around the MTF from piston errors, such as chromatic phase diversity (PD) [14,15], inter-segment piston sensors [16], and calibration-retrieve sensing [17,18]. When these methods are used for piston correction, complex optics need to be introduced into the optical path.…”
Section: Introductionmentioning
confidence: 99%
“…The correction of the piston error can usually be divided into two types: intensity techniques, in which measurements are made directly from intensity distributions or streaks, such as modified Shack-Hartmann sensing [8,9], dispersed fringes sensors [10], pyramidal sensors [11], and interferometry with masks and diffracting components [12,13]; and modulation transfer function (MTF) techniques, which can extract the peak around the MTF from piston errors, such as chromatic phase diversity (PD) [14,15], inter-segment piston sensors [16], and calibration-retrieve sensing [17,18]. When these methods are used for piston correction, complex optics need to be introduced into the optical path.…”
Section: Introductionmentioning
confidence: 99%
“…Many methods have been used for the piston error detection of the OSA system, including the Schack Hartmann sensor, which can detect the piston error between the sub-mirrors of the micro-lens array [ 6 ]; however, the low sensing accuracy of the Schack Hartmann sensor only satisfies coarse phasing with a limited detection range, and suffers 2 ambiguity. Another mature approach, Phase Diversity (PD), extracts the piston through a pair of focused and defocused images: it breaks the limits of the imaging content, and could be applied to the expanded target [ 7 ]; however, Phase Diversity (PD) is cumbersome, so the calculations waste much time, and the 2π ambiguity also affects this method.…”
Section: Introductionmentioning
confidence: 99%