FullCalculator

Prism Dispersion Calculator

Prism Deviation Angle

Calculate the angle of deviation for light passing through a prism

Dispersion (Two Wavelengths)

Calculate angular spread between two wavelengths using different refractive indices

Formula

Snell: sin i = n sin r | δ = i₁ + i₂ - A | δ_min = 2 arcsin(n sin(A/2)) - A | ω = (n_V - n_R)/(n_D - 1)

Frequently Asked Questions

What is prism dispersion?
Dispersion is the separation of white light into its component colors by a prism. It occurs because the refractive index of glass depends on wavelength — shorter wavelengths (violet) are refracted more than longer wavelengths (red), creating a spectrum.
What is the minimum deviation angle?
The minimum deviation occurs when light passes symmetrically through the prism (i₁ = i₂). At minimum deviation: n = sin((A + δ_min)/2) / sin(A/2). This relationship is used to accurately measure refractive indices.
What is dispersive power?
Dispersive power ω = (n_V - n_R)/(n_mean - 1) measures a material's ability to separate colors. Crown glass has low dispersion (ω ≈ 0.02), while flint glass has high dispersion (ω ≈ 0.04). Achromatic lenses combine both to minimize chromatic aberration.

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