Compton effect

E99416

The Compton effect is the increase in wavelength (and corresponding decrease in energy) of X-rays or gamma rays when they scatter off electrons, providing key evidence for the particle nature of light.


Statements (49)
Predicate Object
instanceOf physical phenomenon
quantum effect
scattering process
alsoKnownAs Compton scattering
category Quantum mechanics
Radiation physics
Scattering theory
conserves energy
momentum
contradicts classical wave theory of light alone
dependsOn scattering angle
describes decrease in energy of X-rays or gamma rays after scattering
increase in wavelength of X-rays or gamma rays after scattering
hasApplicationIn astrophysics
gamma-ray spectroscopy
material analysis
medical imaging
radiation therapy
hasClassicalLimit Thomson scattering
hasFormulaForShift Δλ = (h / (m_e c)) (1 − cos θ)
hasKeyEquation λ' − λ = (h / (m_e c)) (1 − cos θ)
hasMaximumShiftAt scattering angle 180 degrees
hasQuantity Compton wavelength
Compton wavelength shift
hasSymbol Δλ
involves electrons
photons
isDescribedIn quantum electrodynamics
isImportantFor high-energy astrophysical sources
understanding radiation shielding
isTypeOf inelastic scattering
maximumWavelengthShift 2 h / (m_e c)
namedAfter Arthur Holly Compton
occursInRegime high-energy photons
occursMoreStronglyFor larger scattering angles
occursOn free electrons
loosely bound electrons
occursWith X-rays
gamma rays
providesEvidenceFor photon concept
quantum theory
relatedTo Klein–Nishina formula
Thomson scattering
photoelectric effect
shows particle nature of light
usedTo calibrate high-energy photon detectors
measure electron momentum distributions
wasExplainedBy Arthur Holly Compton
yearExplained 1923

Referenced by (6)
Subject (surface form when different) Predicate
Arthur H. Compton
Arthur H. Compton ("Compton scattering")
knownFor
Compton effect ("Compton scattering")
alsoKnownAs
Compton effect ("Compton wavelength shift")
hasQuantity
quantum electrodynamics ("Compton scattering")
predicts
Klein–Nishina formula ("Compton scattering formula for photon energy shift")
relatedTo

Please wait…