This effect accounts for the first term in the Proca Equations, a term that only becomes relevant for large photon masses, unlike the second term whic
This effect accounts for the first term in the Proca Equations, a term that only becomes relevant for large photon masses, unlike the second term which is the London moment. It was notably studied by Andre Geim, and fails to explain the Suspension Effect. It is, however, itself theoretically explained by the London Equation which accounts for exponential decay. The mixed-state version occurs in type II superconductors and it was observed when tin crystals were cooled below critical temperature, revealing perfectly diamagnetic behavior. Discovered with Robert Ochsenfeld, FTP, name this effect which describes levitation and the falling off of magnetic flux within a superconductor.
This effect accounts for the first term in the Proca Equations, a term that only becomes relevant for large photon masses, unlike the second term which is the London moment.
{Meissner}-Ochsenfeld Effect