Abstract <p>An approximate solution that describes the large-scale wave and fine-structured ligament components of periodic flows with a positive definite frequency of <InlineEquation ID="IEq1"> <EquationSource Format="TEX">\({{\omega }} &gt; 0\)</EquationSource> <!--TFCE2560120Ochirov-m1--> </InlineEquation> is constructed based on the fundamental system of hydrodynamic equations in the linear approximation. The solutions are obtained in the two-dimensional approximation of an incompressible uniformly stratified fluid with allowance for the uneven distribution of salinity.</p>

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Periodic Flows in a Concentration-Stratified Incompressible Viscous Fluid

  • A. A. Ochirov

摘要

Abstract

An approximate solution that describes the large-scale wave and fine-structured ligament components of periodic flows with a positive definite frequency of \({{\omega }} > 0\) is constructed based on the fundamental system of hydrodynamic equations in the linear approximation. The solutions are obtained in the two-dimensional approximation of an incompressible uniformly stratified fluid with allowance for the uneven distribution of salinity.