Abstract
Abstract—A new hydrodynamic model of a quasi-stationary jet is presented. Approximation of the idealhydrodynamics of an incompressible fluid is found using an analytical solution, corresponding to a jet limitedin space, under conditions of compensation for the nonlinear effects of velocity and magnetic field in theequation of motion. An axially symmetric low-parameter model of a stationary jet was created for the boundaryconditions typical for jets in astrophysics and in laboratory modeling experiments, which makes it possibleto describe the structure of the velocity field and magnetic field.
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