Automdeling gas motiones with the linear field of velocities

The equations of a motione of the ideal gas admit the proportional dilatation by all independent variables. The invariant stationary submodel of the rank 3 corresponds to this group. All automodeling solutions of the submodel with the linear field of velocities are obtainted. It is possible motiones of particales along quasiraies, on the plane exponential and spiral trajectories, by twisted curves on the rotation surface of the exponential curve.

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Publication Details

Journal
Multiphase Systems
Published
2025-03-28
DOI
https://doi.org/10.21662/mfs2025.1.004
Primary Topic
Fluid Dynamics and Mixing
Type
article
Field-Weighted Citation Impact
0.00
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article

Automdeling gas motiones with the linear field of velocities

С. В. Хабиров
Multiphase Systems
Fluid Dynamics and Mixing
article

Automdeling gas motiones with the linear field of velocities

С. В. Хабиров
article en

Abstract

The equations of a motione of the ideal gas admit the proportional dilatation by all independent variables. The invariant stationary submodel of the rank 3 corresponds to this group. All automodeling solutions of the submodel with the linear field of velocities are obtainted. It is possible motiones of particales along quasiraies, on the plane exponential and spiral trajectories, by twisted curves on the rotation surface of the exponential curve.

Multiphase SystemsVol. 20(1)
Openalex Percentile: Top 93%
Fluid Dynamics and Mixing
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Automdeling gas motiones with the linear field of velocities — С. В. Хабиров · Multiphase Systems (2025) | TGRS Research Map | TGRS