In an optical system, the Lagrange invariant (also called the optical invariant) is a constant that can be calculated at any surface within the lens.

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In a number of different domains, one is interested in the width of a peak. Two common functions one might want to know the width of are probability distributions (statstics) and intensity distributions (optics and more). A simple-to-define and widespread measure of peak width is the full width half maximum (FWHM). It is interesting to find it for both continuous functions and sampled ones (i.e. vectors).

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2015320 — A film camera is loaded with a spool of light-sensitive film which is advanced through the mechanism one frame at a time. When the camera is ...

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Lenses and Refracting Telescopes - The focal length, f, of a lens is the distance between the lens and the image formed from originally parallel light rays ( ...

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Oct 6, 2021 — Field of view (deg) = linear dimension of sensor x 57.3/focal length of telescope. E.g. if you had full frame DSLR (36m x 24m sensor) your field ...

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Peaks.jl is able to calculate the width of peaks in 1D sampled signals (vectors). It allows you to calculate the width at any point between top and bottom, but defaults to halfway. This means that, by default, the FWHM is found.

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