MOTION IN A MAGNETIC FIELD

Al.B. Zamolodchikov

It is shown that the field theory describing the scaling limit of T = T c Ising model with nonzero magnetic field possesses a number of nontrivial local integrals of motion. The exact mass spectrum and S-matrix of this field theory is conjectured.

L. C. Cortés-Cuautli, G. F. Torres del Castillo

Franz Schwabl

А. М. Федорченко

A method is described for the exact solution of a nonstationary Shroedinger's equation describing the motion of arbitrary spin in a circulating magnetic field of the form H/sub z/ = H/sub 0/, H = H cos omega t, H/sub y/ = -H sin omega t. (auth)

Qingqing Wu

Double\|wave function quantum theory is applied to the description of the motion of one\|dimensional charged harmonic oscillator in the uniform magnetic field and uniform electric field which are perpendicular to each other, from which quantum results and classical limit results are derived respectively. A comparison between classical limit results and those of classical mechanics is made.