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  1. Journal of Applied Mechanics and Technical Physics
  2. Journal of Applied Mechanics and Technical Physics : Volume 49
  3. Journal of Applied Mechanics and Technical Physics : Volume 49, Issue 4, July 2008
  4. Asymptotic models of internal stationary waves
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Journal of Applied Mechanics and Technical Physics : Volume 58
Journal of Applied Mechanics and Technical Physics : Volume 57
Journal of Applied Mechanics and Technical Physics : Volume 56
Journal of Applied Mechanics and Technical Physics : Volume 55
Journal of Applied Mechanics and Technical Physics : Volume 54
Journal of Applied Mechanics and Technical Physics : Volume 53
Journal of Applied Mechanics and Technical Physics : Volume 52
Journal of Applied Mechanics and Technical Physics : Volume 51
Journal of Applied Mechanics and Technical Physics : Volume 50
Journal of Applied Mechanics and Technical Physics : Volume 49
Journal of Applied Mechanics and Technical Physics : Volume 49, Issue 6, November 2008
Journal of Applied Mechanics and Technical Physics : Volume 49, Issue 5, September 2008
Journal of Applied Mechanics and Technical Physics : Volume 49, Issue 4, July 2008
Solvabilitity of a model problem of heat and mass transfer in thawing snow
Identification problems for a steady-state model of mass transfer
Boundary-value problem for a degenerate system of parabolic equations in boundary-layer theory
On unilateral contact of two plates aligned at an angle to each other
Steady-state conditions of a nonisothermal film with a heat-insulated free boundary
On a mechanical analogy in the ideal plasticity theory
Studying the Darcy-Stefan problem on phase transition in a saturated porous soil
Evolution of the joint motion of two viscous heat-conducting fluids in a plane layer under the action of an unsteady pressure gradient
Modeling of the hydrodynamics of a facility for removing mechanical impurities from oil
Equations of nonisothermal filtration in fast processes in elastic porous media
Nonstationary ideal incompressible fluid flows: Conditions of existence and uniqueness of solutions
Mathematical modelling of the microwave-diagnostics of impedance surfaces for the reflected signal of unknown phase
Asymptotic models of internal stationary waves
Flow of electrolytes in a porous medium
On equations of motion of a nonlinear hydroelastic structure
Mathematical treatment of the discharge of a laminar hot gas in a stagnant colder atmosphere
Model of a strong discontinuity for the equations of spatial long waves propagating in a free-boundary shear flow
Inertial motion of a body in an ideal fluid from the state at rest
Journal of Applied Mechanics and Technical Physics : Volume 49, Issue 3, May 2008
Journal of Applied Mechanics and Technical Physics : Volume 49, Issue 2, March 2008
Journal of Applied Mechanics and Technical Physics : Volume 49, Issue 1, January 2008
Journal of Applied Mechanics and Technical Physics : Volume 48
Journal of Applied Mechanics and Technical Physics : Volume 47
Journal of Applied Mechanics and Technical Physics : Volume 46
Journal of Applied Mechanics and Technical Physics : Volume 45
Journal of Applied Mechanics and Technical Physics : Volume 44
Journal of Applied Mechanics and Technical Physics : Volume 43
Journal of Applied Mechanics and Technical Physics : Volume 42
Journal of Applied Mechanics and Technical Physics : Volume 41
Journal of Applied Mechanics and Technical Physics : Volume 40
Journal of Applied Mechanics and Technical Physics : Volume 39
Journal of Applied Mechanics and Technical Physics : Volume 38

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Asymptotic models of internal stationary waves

Content Provider Springer Nature Link
Author Makarenko, N. I. Mal’tseva, Zh. L.
Copyright Year 2008
Abstract Equations of stationary long waves on the interface between a homogeneous fluid and an exponentially stratified fluid are considered. An equation of the second-order approximation of the shallow water theory inheriting the dispersion properties of the full Euler equations is used as the basic model. A family of asymptotic submodels is constructed, which describe three different types of bifurcation of solitary waves at the boundary points of the continuous spectrum of the linearized problem.
Starting Page 646
Ending Page 654
Page Count 9
File Format PDF
ISSN 00218944
Journal Journal of Applied Mechanics and Technical Physics
Volume Number 49
Issue Number 4
e-ISSN 15738620
Language English
Publisher Springer US
Publisher Date 2008-09-12
Publisher Place Boston
Access Restriction One Nation One Subscription (ONOS)
Subject Keyword two-layer fluid exponential stratification solitary waves Mechanical Engineering Mathematical Modeling and Industrial Mathematics Applications of Mathematics Mechanics, Fluids, Thermodynamics Fluids Mechanics
Content Type Text
Resource Type Article
Subject Mechanics of Materials Condensed Matter Physics Mechanical Engineering
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