Aperture (optics)

Definition and stakes

Fulgence Marion,  The wonders of optics

“ When a beam of light is passed through a hole of, let us say, the eighth of an inch in diameter and decomposed by a prism, the spectrum so produced is imperfect, inasmuch as an infinite number of spectra are thus superposed, and for this reason, that the rays of light entering on the right side of the aperture will give a spectrum falling in a different place to that formed by the rays entering on the left. In order, therefore, to diminish the confusion caused by the superposition of a number of spectra, the aperture ought to be reduced to a narrow slit. ”
Source: Gutenberg

Henry Coddington,  An Elementary Treatise on Optics (1823)

“ Now it is plain that at the maximum state of , if it has one, all the refracted rays on the same same side with will pass through it, and passing from the section to the actual lens, the circle having for its radius will just contain all the rays, so that it will be the circle we seek.
In order to find we must know the extreme aberration let this be called
Since the aberration (longitudinal) varies as the square of the radius of the aperture,
and they are at a maximum together.
”
Source: Wikisource

Henry Coddington,  An Elementary Treatise on Optics (1823)

“ This evil may be remedied, in the first place, by supplying the fault of the pupil, that is, by stopping the extreme rays, and admitting the others through a small aperture in a plate of some opaque substance. This accordingly is found to answer pretty well in some cases, but only where there is a good deal of light proceeding from the object.
In order to explain this more completely and correctly, we will suppose PQR, Fig. 170, to be a small object, 1/20 of an inch long, for instance, which is to be examined by a person who cannot see distinctly any thing nearer to his eye than 6 inches.
”
Source: Wikisource

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