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Felix V. Dolzhansky
Observed names:
F. V. Dolzhansky,
F.V. Dolzhansky
Institutions:
Russian Academy of Sciences,
A.M. Obukhov Institute of Atmospheric Physics
Observed institutions:
Russian Academy of Sciences,
A.M. Obukhov Institute of Atmospheric Physics,
Academy of Sciences of the Soviet Union
OpenAlex ID:
A5035081582
Oscillations of the large scale wind in turbulent thermal convection
2006
·
Christian Resagk
, Ronald du Puits
, et al.
·
Physics of Fluids
·
74
Fundamentals of Geophysical Hydrodynamics
2012
·
Felix V. Dolzhansky
·
Encyclopaedia of mathematical sciences
·
39
On simple models for simulation of nonlinear processes in convection and turbulence
1975
·
A. M. Oboukhov
, F. V. Dolzhansky
·
Geophysical Fluid Dynamics
·
17
On Simple Models for Simulation of Nonlinear Processes in Convection and Turbulence
1975
·
A.M. Obukhov
, F.V. Dolzhansky
·
Advances in geophysics
·
8
Motion of Barotropic and Baroclinic Tops as Mechanical Prototypes for the General Circulation of Barotropic and Baroclinic Inviscid Atmospheres
2012
·
Felix V. Dolzhansky
·
Encyclopaedia of mathematical sciences
·
1
What is Geophysical Hydrodynamics?
2012
·
Felix V. Dolzhansky
·
Encyclopaedia of mathematical sciences
·
1
Equations of Motion of a Viscous Fluid; The Boundary Conditions
2012
·
Felix V. Dolzhansky
·
Encyclopaedia of mathematical sciences
Stating the Linear Stability Problem for Plane-Parallel Flows of Ideal Homogeneous and Nonhomogeneous Fluids
2012
·
Felix V. Dolzhansky
·
Encyclopaedia of mathematical sciences
Equations of Motion of an Ideal Incompressible Fluid; Kelvin’s Circulation Theorem
2012
·
Felix V. Dolzhansky
·
Encyclopaedia of mathematical sciences
The Rossby–Obukhov Potential Vortex; Energy and Momentum of a Compressible Fluid; Hydrodynamic Approximation of Equations of Gas Dynamics
2012
·
Felix V. Dolzhansky
·
Encyclopaedia of mathematical sciences
Kolmogorov Flow and the Role of Surface Friction
2012
·
Felix V. Dolzhansky
·
Encyclopaedia of mathematical sciences
Important Remarks on the Description of Baroclinic Geophysical Flows
2012
·
Felix V. Dolzhansky
·
Encyclopaedia of mathematical sciences
Equations of Quasi-geostrophic Baroclinic Motion
2012
·
Felix V. Dolzhansky
·
Encyclopaedia of mathematical sciences
The Method of Normal Modes and Its Simplest Applications in the Theory of Linear Stability of Plane-Parallel Flows
2012
·
Felix V. Dolzhansky
·
Encyclopaedia of mathematical sciences
The Taylor Problem of Stability of Motion of a Stratified Fluid with a Linear Velocity Profile
2012
·
Felix V. Dolzhansky
·
Encyclopaedia of mathematical sciences
The Notion of Dynamical Stability via the Example of Motion of a Rigid Body with a Fixed Point
2012
·
Felix V. Dolzhansky
·
Encyclopaedia of mathematical sciences
Hydrodynamic Interpretation of the Euler Equations of Motion of a Classical Gyroscope and Their Invariants
2012
·
Felix V. Dolzhansky
·
Encyclopaedia of mathematical sciences
Applications of Integral Relations and Conservation Laws in the Theory of Hydrodynamic Stability
2012
·
Felix V. Dolzhansky
·
Encyclopaedia of mathematical sciences
Resonant Interaction of Rossby Waves; Helmholtz and Obukhov Singular Vortices; The Kirchhoff Equations
2012
·
Felix V. Dolzhansky
·
Encyclopaedia of mathematical sciences
Mechanical Interpretation of the Oberbeck–Boussinesq Equations of Motion of an Incompressible Stratified Fluid in a Gravitational Field
2012
·
Felix V. Dolzhansky
·
Encyclopaedia of mathematical sciences
Potential Vorticity and the Conservation Laws of Energy and Momentum for a Stratified Incompressible Fluid
2012
·
Felix V. Dolzhansky
·
Encyclopaedia of mathematical sciences
The Energy Balance, Available Potential Energy, and Rossby Waves in a Baroclinic Atmosphere
2012
·
Felix V. Dolzhansky
·
Encyclopaedia of mathematical sciences
Stability of Zonal Flows of a Barotropic Atmosphere; The Notion of Barotropic Instability
2012
·
Felix V. Dolzhansky
·
Encyclopaedia of mathematical sciences
Equations of Motion of a Rotating Fluid; The Notion of a Geophysical Flow
2012
·
Felix V. Dolzhansky
·
Encyclopaedia of mathematical sciences
Friction Mechanisms in Global Geophysical Flows; Quasi-geostrophic Equation for Transformation of Potential Vorticity
2012
·
Felix V. Dolzhansky
·
Encyclopaedia of mathematical sciences
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Works count:
34
Citation count:
139
H-index:
4
I10-index:
3
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