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.

AI illustration

How this image was made

AI-generated illustration of Wigner crystal

This AI-generated illustration was produced by black-forest-labs/FLUX.2-dev (1024x1024) from a prompt written by openai/gpt-oss-120b from the entity's label + description.

Prompt

Generate an image of a wigner crystal (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.)

All labels observed (2)

Label Occurrences
Wigner crystal canonical 3
3D Wigner crystal 1

How this entity was disambiguated

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 ⓘ
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 ⓘ
linked to: Wigner crystal
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 ⓘ
classical Coulomb crystal models ⓘ
quantum Monte Carlo simulations ⓘ
namedAfter Eugene Wigner ⓘ
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 ⓘ
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 ⓘ

How these facts were elicited

Referenced by (4)

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

Eugene Wigner → knownFor → Wigner crystal ⓘ
Wigner crystal → hasDimensionalVariant → 3D Wigner crystal ⓘ
linked to: Wigner crystal
Wigner Jenő Pál → knownFor → Wigner crystal ⓘ
Wigner-Seitz radius r_s → relatedTo → Wigner crystal ⓘ