Møller scattering

E194002

Møller scattering is the quantum electrodynamical process describing the elastic scattering of two electrons via electromagnetic interaction.

All labels observed (1)

Label Occurrences
Møller scattering canonical 3

How this entity was disambiguated

Statements (44)

Predicate Object
instanceOf elastic scattering ⓘ
quantum electrodynamical process ⓘ
scattering process ⓘ
conservesQuantity electric charge ⓘ
energy ⓘ
lepton number ⓘ
momentum ⓘ
hasAngularDistribution forward-peaked at high energies ⓘ
hasApplication luminosity monitoring in electron colliders ⓘ
hasChannel t-channel photon exchange ⓘ
u-channel photon exchange ⓘ
hasChargeConjugationProperty involves two negatively charged leptons ⓘ
hasCrossSectionDependence fine-structure constant squared ⓘ
scattering angle ⓘ
hasDifferentialCrossSection function of center-of-mass scattering angle ⓘ
hasFinalState two electrons ⓘ
hasInitialState two electrons ⓘ
hasInteractionType electromagnetic interaction ⓘ
hasInterference between t-channel and u-channel amplitudes ⓘ
hasKinematicRegime nonrelativistic limit ⓘ
relativistic energies ⓘ
hasOrderInPerturbationTheory leading order proportional to α² ⓘ
hasProperty identical fermions in initial state ⓘ
hasRadiativeCorrections loop-level QED corrections ⓘ
hasSpinEffect spin-dependent cross section ⓘ
hasSymmetryProperty crossing symmetry with Bhabha scattering ⓘ
hasTheoreticalFramework relativistic quantum field theory ⓘ
involvesParticle electron ⓘ
is elastic scattering of two electrons ⓘ
isCalculatedUsing Feynman diagrams ⓘ
isDefinedAs e⁻ e⁻ → e⁻ e⁻ scattering ⓘ
isDescribedBy quantum electrodynamics ⓘ
isExampleOf tree-level QED process ⓘ
isMediatedBy photon ⓘ
isNamedAfter Christian Møller ⓘ
isRelatedTo Bhabha scattering ⓘ
isSubjectOf precision tests of the Standard Model ⓘ
isSubprocessOf electron–electron scattering ⓘ
isUsedIn high-energy physics experiments ⓘ
isUsedTo measure electron beam polarization ⓘ
test quantum electrodynamics ⓘ
occursIn electron accelerators ⓘ
fixed-target electron experiments ⓘ
requires antisymmetrization of the scattering amplitude ⓘ

How these facts were elicited

Referenced by (3)

Full triples — surface form annotated when it differs from this entity's canonical label.

quantum electrodynamics → predicts → Møller scattering ⓘ
Bhabha scattering → relatedProcess → Møller scattering ⓘ
Christian Møller → notableWork → Møller scattering ⓘ