1980
DOI: 10.1117/12.959464
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<title>Influence Of Alignment Errors Of A Telescope System On Its Aberration Field</title>

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Cited by 121 publications
(44 citation statements)
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“…This could subsequently be used to modify the alignment of the optical system in such a way as to minimize the overall level of aberrations or for testing the quality of individual optical components (objective lens, tube lens). Several studies have been carried out to develop a theory of misalignment effects on the full-field aberration maps, mostly for aligning telescopes for astronomy applications [3][4][5][6]. Here, we present details of a technique to adapt the Shack-Hartmann test for measuring the full-field aberration map of a WSI system, and we present an analysis of the fullfield aberration maps for revealing different misalignment root causes such as decenter and tilt of optical components.…”
Section: Introductionmentioning
confidence: 99%
“…This could subsequently be used to modify the alignment of the optical system in such a way as to minimize the overall level of aberrations or for testing the quality of individual optical components (objective lens, tube lens). Several studies have been carried out to develop a theory of misalignment effects on the full-field aberration maps, mostly for aligning telescopes for astronomy applications [3][4][5][6]. Here, we present details of a technique to adapt the Shack-Hartmann test for measuring the full-field aberration map of a WSI system, and we present an analysis of the fullfield aberration maps for revealing different misalignment root causes such as decenter and tilt of optical components.…”
Section: Introductionmentioning
confidence: 99%
“…It is evident from the expression that the disturbance of the position of the optical elements will not affect the spherical aberration but contribute significantly to the coma and astigmatic wave aberrations in the optical systems [3][4][5]. In order to simplify the analytical process while analyzing the vector wave aberrations of the misaligned systems, we pay more attention to these two aberrations.…”
Section: A Mathematical Model For the Vector Wave Aberration Of An Opmentioning
confidence: 99%
“…Therefore, analogous to the aligned systems, the misaligned systems have an effective field of view H Aj which is related to the offset vector through the relation H Aj = H j -j . Therefore, the third-order wave aberrations for the misaligned systems can be expressed in vector form as given below [8,9]:…”
Section: A Mathematical Model For the Vector Wave Aberration Of An Opmentioning
confidence: 99%
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“…As shown in its functional form in Figure 12, the gradient in the 45-deg astigmatism in one axis must normally shows up with the same magnitude but opposite sign in the 90-deg astigmatism in the other axis. The measurement did not exactly reflect this theory [9][10][11] [12], which was an issue in translating the result into the alignment estimate of the M4 and M5. …”
Section: Figure 11mentioning
confidence: 99%