Dingle temperature

E858271

Dingle temperature is a parameter characterizing the damping of quantum oscillations in metals due to impurity and scattering effects, reflecting the level of disorder in the electronic system.

All labels observed (1)

Label Occurrences
Dingle temperature canonical 1

How this entity was disambiguated

Statements (47)

Predicate Object
instanceOf parameter in condensed matter physics ⓘ
physical quantity ⓘ
transport parameter ⓘ
affects exponential damping of quantum oscillation amplitude ⓘ
appliesTo metals ⓘ
semiconductors ⓘ
two-dimensional electron gases ⓘ
appliesUnder high magnetic field conditions ⓘ
low temperature conditions ⓘ
characterizes damping of quantum oscillations ⓘ
impurity scattering in metals ⓘ
level of disorder in an electronic system ⓘ
context Fermi liquid theory ⓘ
magneto-oscillatory phenomena ⓘ
quantum transport theory ⓘ
dependsOn defect density ⓘ
electron–phonon scattering at higher temperatures ⓘ
impurity scattering rate ⓘ
hasDimension temperature ⓘ
higherValueImplies shorter quantum lifetime ⓘ
stronger damping of quantum oscillations ⓘ
indicates degree of sample purity ⓘ
strength of disorder potential ⓘ
introducedBy R. B. Dingle ⓘ
inverselyRelatedTo quantum relaxation time ⓘ
lowerValueImplies higher sample quality ⓘ
weaker damping of quantum oscillations ⓘ
measuredIn kelvin ⓘ
proportionalTo Landau level broadening ⓘ
relatedTo Dingle analysis ⓘ
Dingle factor ⓘ
Landau quantization ⓘ
linked to: Landau levels

Shubnikov–de Haas oscillations ⓘ
de Haas–van Alphen effect ⓘ
disorder broadening of Landau levels ⓘ
impurity concentration ⓘ
quantum lifetime of charge carriers ⓘ
quantum oscillations of magnetization ⓘ
quantum oscillations of magnetoresistance ⓘ
scattering time ⓘ
usedBy condensed matter physicists ⓘ
experimental solid-state physicists ⓘ
materials scientists ⓘ
usedIn analysis of magnetotransport experiments ⓘ
analysis of quantum oscillation amplitudes ⓘ
characterization of sample quality ⓘ
determination of scattering mechanisms ⓘ

How these facts were elicited

Referenced by (1)

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

Lifshitz–Kosevich formula → dependsOn → Dingle temperature ⓘ