Wigner crystal

E98264

A Wigner crystal is an ordered lattice of electrons that forms in low-density systems when their mutual Coulomb repulsion dominates over kinetic energy, leading to a crystalline arrangement of charge.


Statements (52)
Predicate Object
instanceOf electron crystal
ordered electronic phase
quasiparticle system
strongly correlated electron phase
alsoKnownAs electron crystal
characterizedBy Wigner-Seitz radius r_s NERFINISHED
ratio of potential to kinetic energy
formsIn low electron density systems
hasAnalogy Coulomb crystal in dusty plasmas
Coulomb crystal in trapped ions
hasArrangement crystalline arrangement of charge
hasCompetingPhase Fermi liquid
charge density wave
fractional quantum Hall liquid
superconducting phase
hasDimensionalVariant 1D Wigner crystal
2D Wigner crystal
3D Wigner crystal NERFINISHED
hasExcitation phonon-like collective modes
pinning modes
hasInteractionType long-range Coulomb interaction
hasMeltingMechanism quantum melting
thermal melting
hasOrderParameter long-range positional order of electrons
hasPhaseTransitionType quantum phase transition
hasPhaseType solid phase of electrons
hasPhysicalNature ordered lattice of electrons
hasProperty broken translational symmetry
insulating transport behavior when pinned
long-range charge order
strong electron-electron correlations
very low kinetic energy per electron
hasTheoreticalDescription Hartree-Fock approximation NERFINISHED
classical Coulomb crystal models
quantum Monte Carlo simulations
namedAfter Eugene Wigner NERFINISHED
occursIn GaAs/AlGaAs heterostructures
electrons on liquid helium
one-dimensional electron systems
quantum Hall systems
semiconductor heterostructures
three-dimensional electron systems
two-dimensional electron gases
predictedBy Eugene Wigner NERFINISHED
predictionYear 1934
requiresCondition low carrier density
low temperature
weak disorder
stabilizedWhen Coulomb repulsion dominates over kinetic energy
studiedInField condensed matter physics
low-temperature physics
plasma physics

Referenced by (1)
Subject (surface form when different) Predicate
Eugene Wigner
knownFor

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