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Condensed matter physics

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Phase separation
Bethe ansatz
an ansatz method for finding the exact solutions of certain one-dimensional quantum many-body models
single-atom transistor
device that can open and close an electrical circuit by the repositioning of one single atom
Kohn anomaly
an anomaly in the dispersion relation of a phonon branch in a metal
Sedimentation potential
occurs when dispersed particles move under the influence of either gravity or centrifugation in a medium
Bloch oscillations
describes the oscillation of a particle confined in a periodic potential when a constant force is acting on it
Quantum acoustics
Zero sound
Collective excitation in a Fermi liquid
inverse magnetostrictive effect
physical phenomenon
lanthanum aluminate-strontium titanate interface
metal–insulator transition
transitions from a metal (material with good electrical conductivity of electric charges) to an insulator (material where conductivity of charges is quickly suppressed)
Colloidal crystal
an ordered array of colloid particles, analogous to a standard crystal whose repeating subunits are atoms or molecules
Surface photovoltage
semiconductor characterization technique
Rydberg matter
an exotic phase of matter formed by Rydberg atoms
Electroceramics
Electroceramics are a class of ceramic materials used primarily for their electrical properties.
magnetoelectric effect
coupling between the magnetic and the electric properties of a material
Dukhin number
dimensionless quantity that characterizes the contribution of the surface conductivity to various electrokinetic and electroacoustic effects, as well as to electrical conductivity and permittivity of fluid heterogeneous systems
Charge density wave
an ordered quantum fluid of electrons in a linear chain compound or layered crystal
phonon scattering
Aspect of condensed matter physics
disclination
thumb|Decahedral PtFe1.2 nanoparticle.In crystallography, a disclination is a line defect in which there is compensation of an angular gap. They were first discussed by Vito Volterra in 1907, who provided an analysis of the elastic strains of a wedge disclination. By analogy to dislocations in crystals, the term, disinclination, was first used by Charles Frank and since then has been modified to its current usage, disclination. As pointed out by John D. Eshelby, there is an intricate connection between disclinations and dislocations, with dislocation motion moving the position of a disclinatio
Friedel oscillations
oscillations that arise from localized perturbations in a metallic or semiconductor system caused by a defect in the Fermi gas or Fermi liquid
Poole–Frenkel effect
model in solid-state physics