Debye relaxation

E518986

Debye relaxation is a model in dielectric physics that describes how polar molecules in a material respond over time to changes in an external electric field, characterized by a single relaxation time.

Try in SPARQL Jump to: Statements Referenced by

Statements (47)

Predicate Object
instanceOf dielectric relaxation model
phenomenological model
physical model
appliesTo polar dielectrics
polar liquids
some polar polymers
associatedWith rotational diffusion of dipoles
assumes Markovian dynamics
exponential decay of polarization
linear response
non-interacting dipoles
characterizedBy single relaxation time
contrastWith non-Debye relaxation
describes time-dependent response of polar molecules to an external electric field
field condensed matter physics
dielectric physics
frequencyDomainBehavior high-frequency permittivity approaches epsilon_infinity
low-frequency permittivity approaches epsilon_s
generalizedBy Cole–Cole model NERFINISHED
Cole–Davidson model NERFINISHED
Havriliak–Negami model NERFINISHED
governingEquation dP/dt = -(P - P_eq)/tau
hasMathematicalForm complex permittivity epsilon(omega) = epsilon_infinity + (epsilon_s - epsilon_infinity) / (1 + i omega tau)
hasParameter high-frequency permittivity epsilon_infinity
relaxation time tau
static permittivity epsilon_s
hasType single-time-constant relaxation
introducedBy Peter Debye NERFINISHED
limitation cannot describe broad relaxation time distributions
ignores cooperative molecular motions
often inadequate for complex polymers
neglects dipole–dipole interactions
distribution of relaxation times
predicts Lorentzian loss peak as a function of frequency
dispersion of real part of permittivity
relatedTo Arrhenius temperature dependence of relaxation time
relatesQuantity angular frequency
complex permittivity
dielectric loss
timeDomainForm P(t) = P_0 exp(-t/tau) for step change in field
usedIn dielectric spectroscopy
material characterization
microwave engineering
molecular dynamics modeling
usedToExtract activation energies for dipolar relaxation
molecular dipole relaxation times from dielectric data
yearProposed 1929

Referenced by (1)

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

Peter Debye knownFor Debye relaxation