Spin and paramagnetism in classical stochastic electrodynamics (SED).

摘要

The statistical properties of the spin S/sup ->/ and magnetic dipole (mu)/sup -/ of a particle with two constituents bounded by a harmonic force are studied. The relation between (mu)/sup ->/ and S/sup ->/ and also conclude that 2/ > (similar to) Planck constant/sup 2/ is found. The giromagnetic factor can assume any value depending on the charges and masses of the constituents. In another example, the case of a permanent magnetic dipole moving in an external magnetic field, under the influence of the fluctuations associated with the zero-point and thermal radiations characteristic of SED is considered. It is concluded that the system presents paramagnetism and comparison with the experimental data shows excellent agreement with SED. (Atomindex citation 20:049955)