Einstein coefficients

E1604

Einstein coefficients are parameters in quantum theory that quantify the probabilities of absorption, spontaneous emission, and stimulated emission of radiation by atoms or molecules.

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Statements (52)

Predicate Object
instanceOf Einstein coefficient
Einstein coefficient
Einstein coefficient
parameter in quantum theory
physical quantity
radiative transition coefficient
appliesTo bound–bound transitions in atoms
bound–bound transitions in molecules
dependsOn dipole matrix element
transition frequency
describes radiation absorption
spontaneous emission
stimulated emission
hasDimension (energy density × time)^{-1}
(energy density × time)^{-1}
inverse time
hasPart Einstein A coefficient
Einstein coefficients self-linksurface differs
surface form: Einstein B coefficient for absorption

Einstein B coefficient for stimulated emission
imply existence of stimulated emission
introducedBy Albert Einstein
introducedIn 1916
1917
namedAfter Albert Einstein
relatedTo Boltzmann distribution
Planck radiation law
detailed balance
oscillator strength
transition dipole moment
relates absorption rate
energy density of radiation field
energy density of radiation field
lower energy level population
spontaneous emission rate
stimulated emission rate
upper energy level population
upper energy level population
symbol A_21
B_12
B_21
usedIn astrophysics
atomic physics
laser physics
molecular physics
quantum theory of radiation
radiative transfer theory
spectroscopy
statistical mechanics of radiation
usedToCalculate absorption coefficients in radiative transfer
emission coefficients in radiative transfer
line intensities in spectra
radiative lifetimes of excited states

Referenced by (2)

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

Einstein coefficients hasPart Einstein coefficients self-linksurface differs
this entity surface form: Einstein B coefficient for absorption
Albert Einstein knownFor Einstein coefficients