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We have presented a Fourier-analysis computational model for optimal pupil design of confocal microscopy.
In every included eye, five measurements were performed at the optimal pupil position, i.e. the optical Stiles Crawford peak (a more extensive description of the measurement routine was recently given by Van de Kraats and Van Norren [ 15]).
As we will describe later in this review, perception benefits from an optimal pupil size, so if you attended to the keyboard with a pupil size that was tuned to the brightness of the monitor, this would result in suboptimal perception.
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Crucially, the optimal size of the pupil depends on how much light is available.
In all cases, the display was viewed through natural pupils with optimal refractive correction in place.
As Bedggood and Metha [ 62] point out it is logical that the conjugation plane of the DM is not necessarily optimal to conjugate it to the pupil, and indeed a field flattener element would be conjugate to the retina.
Even in the optimal case of diffraction limited imaging and full pupil size of 7 mm one would be limited to a lateral spot size of 3.6 µm.
Variables regarding the optimal time use, the quality of instruction and the student teachers' pedagogical relation with pupils were included in a one group pre-test post-test design.
As indicated by Gómez-Vieyra et al. [ 13], this is the optimal magnification for simultaneous compensation of astigmatism in the retinal and pupil conjugate planes when using a non-planar telescope configuration.
From Table 2 >, we observe that the transverse resolution remains consistent for half-pupil or divided-pupil configurations for all configurations with different values of NA and d pinhole, given optimal fill factor, h, and x-position, a x.
It wasn't optimal.
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