Solutions of magnetohydrodynamics equations - The theory of functions of a complex variable under Dirac-Pauli representation and its application in fluid dynamics. IV
In continuation of the author's earlier work [see the review in (Zbl 0635.76065], the theory of complex functions under the Dirac-Pauli representation is used to solve magnetohydrodynamic equations of isentropic compressible and non-dissipative magneto-fluid flows. Under the condition of stable magnetic field, the exact solution is obtained for several configurations. The paper is difficult to understand due to lack of physical interpretations and discussions.
scientific article; zbMATH DE number 4035480