
The property of a superconductor that allows electrical current to flow without energy loss.Zero resistance is the defining property of a superconductor: below a critical temperature, electrical current flows without any energy loss. Unlike ordinary conductors, where electrons scatter off impurities and lattice vibrations, in a superconductor electrons form Cooper pairs that condense into a single quantum state. This macroscopic quantum state allows current to persist indefinitely, as demonstrated in experiments where superconducting rings carry current for years without decay. Zero resistance is not just a curiosity — it enables powerful electromagnets, lossless power transmission, and quantum computing.
Heike Kamerlingh Onnes discovered zero resistance in mercury in 1911, after achieving liquid helium temperatures. The theoretical explanation came in 1957 with the BCS theory by Bardeen, Cooper, and Schrieffer.
In a superconductor, lattice vibrations (phonons) mediate an attractive interaction between electrons, overcoming their Coulomb repulsion. These paired electrons (Cooper pairs) behave as bosons and condense into the same ground state, described by a single wavefunction. This state is separated from excitations by an energy gap, so scattering is impossible at low temperatures. The pairs move coherently, carrying current without resistance. An external magnetic field above a critical value destroys this state, returning the material to normal resistivity.
Superconductors are used in MRI magnets, particle accelerators (like the LHC), and magnetic levitation trains. They are also the basis for superconducting qubits in quantum computers.
In a superconducting loop, a current can persist for billions of years without any power source — longer than the age of the universe.




















