At high material exponents, some materials with this property have two properties that are equally interrelated by the Bean model and the E-J law. One class of substances that exhibits this phenomenon sees its suppression only above the UCF. A pseudogap phase exists in doped cuprate-perovskite materials that can exhibit this phenomenon. The electromagnetic free energy in a substance exhibiting this phenomenon is minimized when the Laplacian of the H-field is equal to the H-field divided by the square of the London penet
At high material exponents, some materials with this property have two properties that are equally interrelated by the Bean model and the E-J law. One class of substances that exhibits this phenomenon sees its suppression only above the UCF. A pseudogap phase exists in doped cuprate-perovskite materials that can exhibit this phenomenon. The electromagnetic free energy in a substance exhibiting this phenomenon is minimized when the Laplacian of the H-field is equal to the H-field divided by the square of the London penetration depth, a result that explains the Meissner effect. For 10 points, name this quantum phenomenon in which a substance's resistance vanishes at temperatures below the critical point.
At high material exponents, some materials with this property have two properties that are equally interrelated by the Bean model and the E-J law.
superconductivity