phenomenon

phase fluctuations

Thermal disruptions in the phase coherence of electron pairs, which can destroy superconductivity.
43 related articles

Description

Phase fluctuations refer to the thermal jitter in the phase of the quantum wavefunction that describes a superconductor's electron pairs (Cooper pairs). In a superconductor, these pairs condense into a single coherent quantum state, meaning they share a common phase. At absolute zero, this phase is rigid, but at finite temperatures, thermal energy can cause local variations in the phase, disrupting the perfect coherence that allows lossless current flow. When these fluctuations become strong enough, they can destroy superconductivity even before the thermal energy directly breaks apart the pairs.

History

The concept of phase fluctuations as a mechanism for destroying superconductivity was developed in the 1970s, notably by Vadim Berezinskii, John Kosterlitz, and David Thouless, who explained the topological transition in two-dimensional systems. The role of phase fluctuations in high-temperature superconductors was emphasized in the 1990s by theorists like Victor Emery and Steven Kivelson.

How it works

In a superconductor, the order parameter (the superconducting 'gap') has both a magnitude and a phase. Phase fluctuations are low-energy excitations that twist the phase in space and time. In conventional superconductors, these fluctuations are negligible because the pairing energy is large, but in high-temperature superconductors or thin films, the phase stiffness is low, so thermal fluctuations can easily create vortices—whirlpools of current where the phase winds by 2π. These vortices move and dissipate energy, turning the superconductor into a resistive state. The Berezinskii-Kosterlitz-Thouless (BKT) transition describes how such vortex unbinding destroys superconductivity in two-dimensional systems.

In practice

Understanding phase fluctuations is crucial for designing superconducting devices, especially thin films and wires used in quantum circuits and sensors, where suppressing these fluctuations is key to maintaining performance at practical temperatures.

Fun fact

In two-dimensional superconductors, phase fluctuations can cause a superconductor to become resistive at a temperature much lower than the temperature at which Cooper pairs themselves break apart.

Concept graph →

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