Vortical flows and canonical equations of motion of a magnetizable, perfectly conducting fluid
The classical Kelvin's circulation theorem and Helmholtz theory on the motion of vortex lines with the fluid and conservation of the strength of vortex tubes are generalized to the case of the vortical adiabatic flows of a magnetizable, perfectly conducting fluid. Canonical variables are found and canonical Hamiltonian equations of motion are obtained.
magnetizable, perfectly conducting fluid
scientific article; zbMATH DE number 4022944