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Analytical Solutions to Problems of Wave Dynamics of Stratified Media with Variable Buoyancy Frequency
by
Bulatov, V. V.
in
Boundary conditions
/ Buoyancy
/ Classical and Continuum Physics
/ Classical Mechanics
/ Engineering Fluid Dynamics
/ Exact solutions
/ Fluid- and Aerodynamics
/ Geometrical optics
/ Geometry
/ Gravity waves
/ Green design
/ Green's functions
/ Mathematical analysis
/ Physics
/ Physics and Astronomy
/ Propagation
2023
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Analytical Solutions to Problems of Wave Dynamics of Stratified Media with Variable Buoyancy Frequency
by
Bulatov, V. V.
in
Boundary conditions
/ Buoyancy
/ Classical and Continuum Physics
/ Classical Mechanics
/ Engineering Fluid Dynamics
/ Exact solutions
/ Fluid- and Aerodynamics
/ Geometrical optics
/ Geometry
/ Gravity waves
/ Green design
/ Green's functions
/ Mathematical analysis
/ Physics
/ Physics and Astronomy
/ Propagation
2023
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Do you wish to request the book?
Analytical Solutions to Problems of Wave Dynamics of Stratified Media with Variable Buoyancy Frequency
by
Bulatov, V. V.
in
Boundary conditions
/ Buoyancy
/ Classical and Continuum Physics
/ Classical Mechanics
/ Engineering Fluid Dynamics
/ Exact solutions
/ Fluid- and Aerodynamics
/ Geometrical optics
/ Geometry
/ Gravity waves
/ Green design
/ Green's functions
/ Mathematical analysis
/ Physics
/ Physics and Astronomy
/ Propagation
2023
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Analytical Solutions to Problems of Wave Dynamics of Stratified Media with Variable Buoyancy Frequency
Journal Article
Analytical Solutions to Problems of Wave Dynamics of Stratified Media with Variable Buoyancy Frequency
2023
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Overview
In this work, the analytical solutions are constructed that describe the Green function for the equation of internal gravity waves in a stratified medium with variable buoyancy frequency. An asymptotical method for constructing solutions is proposed using the method of geometric optics; the method applies explicit analytical solutions for a semi-infinite stratified medium with linear distribution of the square of the buoyancy frequency. It is shown that the proposed algorithm for building the asymptotic of the Green function can be generalized to the case of horizontally inhomogeneous stratified media, when the buoyancy frequency depends not only on the vertical coordinate, but also on the horizontal coordinates.
Publisher
Pleiades Publishing,Springer,Springer Nature B.V
Subject
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