1. Methods of mathematical modeling of the action of a medium on a conical body
- Author
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Andreev, A.V. and Shamolin, M.V.
- Subjects
Mathematics - Abstract
We consider a mathematical model of a plane-parallel action of a medium on a rigid body whose surface has a part which is a circular cone. We present a complete system of equations of motion under the quasi-stationarity conditions. The dynamical part of equations of motion form an independent system that possesses an independent second-order subsystem on a two-dimensional cylinder. We obtain an infinite family of phase portraits on the phase cylinder of quasi-velocities corresponding to the presence in the system of only a non-conservative pair of forces., UDC 531.01; 531.552 1. Statement of the problem. Consider a plane-parallel motion of a homogeneous rigid body of mass m with the cone-shaped front part interacting with a flow of [...]
- Published
- 2017
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