phenomenon

quantum oscillations

Periodic variations in a physical property, like resistance, due to quantization of electron orbits in a magnetic field.
11 related articles

Description

Quantum oscillations are periodic variations in a physical property, such as electrical resistance or magnetization, that occur when a material is placed in a strong magnetic field at low temperatures. These oscillations arise because the energy levels of electrons in a magnetic field become quantized into discrete Landau levels. As the magnetic field strength changes, these levels pass through the Fermi energy, causing the property to oscillate.

History

The effect was first predicted by Lev Landau in 1930, and the de Haas-van Alphen effect was observed experimentally by Wander de Haas and Pieter van Alphen in 1930. The Shubnikov-de Haas effect was discovered by Lev Shubnikov and Wander de Haas the same year.

How it works

In a magnetic field, electrons move in circular orbits, and their energy is quantized into Landau levels. When the field increases, the spacing between these levels grows, and they move upward in energy. As a level crosses the Fermi energy, electrons are redistributed, causing oscillations in the density of states at the Fermi level. This leads to periodic variations in resistance (Shubnikov-de Haas effect) or magnetization (de Haas-van Alphen effect). The period of oscillation is directly related to the cross-sectional area of the Fermi surface.

In practice

Quantum oscillations are a powerful tool for mapping the Fermi surface of metals and superconductors, providing crucial information about their electronic structure.

Fun fact

Quantum oscillations are so sensitive that they can be used to detect the presence of a single impurity atom in a crystal, as it would slightly alter the Fermi surface and thus the oscillation pattern.

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Related articles · 11

A Radio Receiver for Electrons: Catching a Signal from the Quantum Critical Point
Tuning a radio receiver to a station that changes frequency as you cross a phase boundary: that is how you might picture the challenge facing the researchers. In the metal YbRh2Si2, electrons behave as "heavy" particles: their effective mass is hundreds of times that of a free electron.
Weak Magnets Alter Ion Current
Ion current through a membrane is like a queue at a turnstile. Sometimes the turnstile is free — ions pass through quickly. Sometimes it gets stuck — the flow drops. A weak magnetic field, it turns out, doesn't push ions from behind; it simply changes the number of open turnstiles.
HEP Theory2026-06-212 minarXiv:2606.22680express
How a trembling bubble clings to a fold
A lone fold runs across a taut sheet — a sharp drop in height that doesn't spread out but moves as a whole. Physicists call such a fold a 'kink'. If you give the sheet a sharp tug in one spot, ripples will travel across it. But in some media, these ripples don't disperse; instead, they gather into a clump and tremble in place for dozens or hundreds of cycles. Such a clump is an oscillon.
Atomic Physics2026-05-292 minarXiv:2606.00242express
How Super-Strong Light Protects an Atom from Destruction
A child on a swing: too strong a push and they fly off. Roughly this is how powerful light tears electrons out of an atom. It would seem that the stronger the push, the more certain the destruction. But in the quantum world it is different: when the field strength crosses a certain threshold, the atom suddenly freezes.
Strongly Correlated2026-04-191 minarXiv:2604.17641express
Magnetic Patterns on a Triangular Lattice
Imagine a triangular grid with tiny magnetic arrows at each node. Electrons, the charge carriers, run across this grid. Usually, the arrows align simply: all pointing the same way (ferromagnet) or alternating in the plane.
Mesoscale2026-04-111 minarXiv:2604.10141express
How Film Thickness Changes the Electron's Note
In a strong magnetic field, electrons in a thin metal film move along circular orbits. When the film thickness is comparable to the size of such an orbit, the resistance starts to oscillate: these are Sondheimer oscillations, known since the mid-20th century as a purely geometric effect.
Materials2026-04-031 minarXiv:2604.02630express
When Electrons Collapse to a Point
In the crystal HfTe5, electrons behave almost like light: their mass is so small that they obey the laws of relativity. If you place such a crystal in a strong magnetic field, the electrons start to circle in tiny orbits. Their energy then changes not smoothly but in steps, like floors in a building.
Strongly Correlated2026-03-041 minarXiv:2603.04138express
Invisible Electron Pathways in a Thin Film
A sheet of paper hundreds of times thinner than a human hair: that's roughly the thickness of the vanadium oxide film scientists grew. Inside this film, electrons, the tiny carriers of electric current, move almost without collisions. Like cars on an empty night highway, they accelerate and don't lose speed.
Strongly Correlated2026-03-021 minarXiv:2603.02431express
Magnetic Fingerprint: How to See Quantum Jitter
A fridge magnet sticks because the tiny atomic arrows inside it are aligned in one direction. But quantum mechanics makes these arrows jitter, so the overall magnetization falls short of the ideal.
Materials2026-02-272 minarXiv:2602.23682express
Magnetic Knot in a Rubber Beam
An ordinary rubber strip filled with fine iron filings doesn't just bend in a magnetic field: it ties itself into a stable knot. This effect was predicted and reproduced in experiments by physicists working with magnetoactive elastomers: a silicone base with carbonyl iron particles.
Superconductivity2026-02-261 minarXiv:2602.22788express
Oscillations in a Wireless Superconductor
An ordinary superconductor loses resistance when cooled, and current flows through it without loss. But in ultrathin films, things are different: the material fluctuates between normal and superconducting states, and in this transition zone, strange resistance waves emerge. Resistance rises and falls as if someone were turning a volume knob.