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The 13 pages that link to De Broglie wavelength, each with the reason it gives.

• Electron diffractionRelated: It sets the scale of electron interference and changes with electron momentum.

• Bose–Einstein condensateRelated: Cooling lengthens atomic wavelengths until neighboring wavefunctions overlap.

• Wave–particle dualityRelated: It assigns a quantitative wave scale to particles such as electrons.

• Reduced Planck constantRelated: In angular wave-number notation, the same relation uses ℏ.

• Louis de BroglieBroader topic: This relation gave de Broglie’s hypothesis a precise quantitative form.

• Davisson–Germer experimentRelated: The measured peak angles matched wavelengths calculated for the accelerated electrons.

• Matter waveBroader topic: It gives the quantitative relation at the heart of a matter wave.

• Quantum confinementRelated: Confinement becomes significant when a structure’s dimensions approach carrier wavelengths.

• Compton wavelengthCompared with: Unlike the Compton wavelength, it varies with the particle’s motion rather than only its mass.

• WKB approximationRelated: WKB is reliable when this local wavelength changes little over one wavelength.

• Ultracold atomsRelated: Cooling lengthens atomic matter waves until neighboring atoms can overlap.

• Photon momentumRelated: For photons, this relation gives momentum as Planck’s constant divided by wavelength.

• Cold atoms and matter wavesRelated: Cooling reduces atomic momentum and increases the wavelength until neighboring waves can overlap.