The primary quantity characterizing this phenomenon for a 3D free electron gas equals minus one third times a similar quantity named for Pauli according to a result derived by Lev Landau.
The primary quantity characterizing this phenomenon for a 3D free electron gas equals minus one third times a similar quantity named for Pauli according to a result derived by Lev Landau. It's not NMR, but this phenomenon arises from Larmor precession in a model by Langevin. This phenomenon occurs when the orbits of the electrons in a material form small current loops in an application of Lenz's Law on the atomic scale. This phenomenon is characterized by a negative (*) susceptibility. Bismuth and graphite exhibit a very strong form of this phenomenon. Superconductors exhibit a perfect form of this phenomenon in the Meissner effect. For 10 points, name this phenomenon in which a material in an external magnetic field creates an internal field that opposes the external field.
The primary quantity characterizing this phenomenon for a 3D free electron gas equals minus one third times a similar quantity named for Pauli according to a result derived by Lev Landau.
diamagnetism