Concave vs Convex Lens

Convex (converging) lens — thicker in the centre. Parallel rays converge at the focal point, f > 0. Used in cameras, magnifying glasses, hyperopia (farsighted) correction, microscope objectives, and reading glasses.

Concave (diverging) lens — thinner in the centre. Parallel rays diverge as if from the focal point, f < 0. Used in myopia (nearsighted) correction, Galilean telescopes, and beam expanders.

Both obey the thin-lens equation 1/s + 1/s′ = 1/f and the lensmaker's equation 1/f = (n − 1) (1/R1 − 1/R2). Image type (real/virtual, upright/inverted, magnified/diminished) follows from the sign of f and the object distance relative to f.

Recent research on this topic from arXiv

Preprints and papers indexed on arXiv.org. Links open the public abstract pages.

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