de Broglie wavelength

Given by the relation λ = h/p, which links an electron's momentum to its wavelength and supports the wave description of particles.

Given by λ = h/p, it links the electron momentum to the diffraction pattern, and increasing the accelerating voltage decreases it.

A particle of momentum p has this wavelength given by λ = h/p, so momentum and wavelength are inversely proportional.

The wavelength λ = h/p of an electron, where p is its momentum gained by acceleration through a potential difference.

Increasing electron energy decreases it, so the pattern narrows and the first minimum moves to a smaller angle.

λ = h/p, which relates the electron momentum to the spacing of the diffraction pattern.