Linked from

The 36 pages that link to Bragg's law, each with the reason it gives.

• Crystal structureRelated: It connects observed diffraction angles to spacings between crystal planes.

• X-ray crystallographyRelated: It predicts where crystal planes produce diffraction peaks.

• Crystal latticeRelated: It links lattice-plane spacing to the angles of diffraction peaks.

• DiffractionRelated: It translates diffraction angles into distances between crystal planes.

• X-ray diffractionRelated: It predicts the angles at which regularly spaced crystal planes reinforce scattered X-rays.

• Electron diffractionRelated: It connects diffraction-spot positions to spacings between crystal planes.

• Rosalind FranklinRelated: It connects measured diffraction angles to the molecular spacings Franklin sought.

• Unit cellRelated: Plane spacings derived from diffraction are measured relative to unit-cell geometry.

• CrystallographyRelated: It links measured diffraction angles to distances between crystal planes.

• Neutron diffractionRelated: It links measured diffraction angles to the spacings of atomic planes.

• X-ray spectroscopyRelated: It explains how diffraction measurements encode atomic spacing in crystalline samples.

• Reciprocal latticeCompared with: It describes diffraction through crystal-plane spacing rather than reciprocal-space vector matching.

• Brillouin zoneRelated: Its diffraction condition underlies the reciprocal-space boundary construction.

• William Henry BraggBroader topic: William Henry and William Lawrence Bragg used this relation to interpret crystal diffraction.

• De Broglie wavelengthRelated: It connects particle wavelength to diffraction angles and crystal spacing.

• Protein crystallographyRelated: It converts measured diffraction angles into constraints on crystal structure.

• Davisson–Germer experimentRelated: Its condition predicts the angles at which waves scattered by nickel planes reinforce.

• Miller indicesRelated: Diffraction peaks are assigned to indexed plane families through their spacings.

• Lattice parameterRelated: Measured diffraction angles reveal plane spacings that constrain lattice parameters.

• Angle of incidenceRelated: It relates the incoming wave’s angle to crystal-plane spacing and wavelength.

• Powder diffractionRelated: It converts peak positions into interplanar spacings.

• Clinton DavissonRelated: Crystal diffraction angles let Davisson infer the electrons’ wavelength.

• Photo 51Related: Diffraction angles in the image encode repeating distances within DNA.

• Lester GermerRelated: It let researchers interpret the nickel crystal’s scattering angles as evidence of electron wavelength.

• Manne SiegbahnRelated: It converts crystal diffraction angles into the wavelengths his measurements sought.

• Max von LaueRelated: It gives a simpler geometric account of the diffraction Laue first observed.

• Wave vectorRelated: Diffraction conditions can be expressed as changes in wave vector matching reciprocal-lattice vectors.

• Dan ShechtmanRelated: Diffraction peaks were interpreted using the same structural evidence used to study ordinary crystals.

• George Paget ThomsonRelated: Diffraction from crystal-like structures can be interpreted using the same interference condition.

• Miller indexRelated: Diffraction peaks are indexed by the lattice planes that satisfy its condition.

• Clifford ShullRelated: It converts Shull’s measured diffraction angles into information about crystal spacing.

• Lawrence BraggBroader topic: Lawrence Bragg formulated the condition that made crystal diffraction patterns quantitatively interpretable.

• Gabriel LippmannRelated: The recorded layers reflect wavelengths selectively through a related condition for constructive interference.

• Kathleen LonsdaleRelated: It connects diffraction angles to the spacing of planes in the crystals she studied.

• Scherrer equationRelated: It identifies the diffraction angles whose peak widths enter the estimate.

• X unitRelated: It connects the calcite reference spacing to measurable X-ray diffraction angles.