AbstractA treatment of asymptotic calculation of upper branch nonstationary instability modes is undertaken in the boundary layer flow due to a rotating disk. A numerical spectral solution of the eigenvalue problem shows good agreement with the results of a rational asymptotic approach, based on the extension of the multideck theory of [1]
The stability of the flow due to a rotating disk is considered for non-Newtonian fluids, specificall...
Results obtained from the numerical simulation of linearized disturbance evolution in various rotati...
The global stability of the von Kármán boundary layer on the rotating disk is reviewed. For the ge...
A treatment of asymptotic calculation of upper branch nonstationary instsability modes is undertaken...
In this work a long-wavelength asymptotic approach is used to analyze the region of absolute instabi...
In this paper a theoretical study is undertaken to investigate the structure of the lower branch neu...
Abstract. Numerical treatment of the linear stability equations is undertaken to investigate the occ...
We consider the convective instability of stationary and traveling modes within the boundary layer o...
AbstractThe development of the flow over a rotating disk is investigated by direct numerical simulat...
The suction effects in the three-dimensional boundary layer flow due to a rotating disk are analyzed...
AbstractThe suction effects in the three-dimensional boundary layer flow due to a rotating disk are ...
Abstract: Both theoretical linear stability analysis and the direct numerical simulation are perform...
The purpose of this paper is to investigate the linear stability analysis for the laminar-turbulent ...
Asymptotic solutions for stationary and non-stationary modes for the upper and lower branch disturba...
This thesis deals with the instabilities of the incompressible boundary-layer flow that is induced b...
The stability of the flow due to a rotating disk is considered for non-Newtonian fluids, specificall...
Results obtained from the numerical simulation of linearized disturbance evolution in various rotati...
The global stability of the von Kármán boundary layer on the rotating disk is reviewed. For the ge...
A treatment of asymptotic calculation of upper branch nonstationary instsability modes is undertaken...
In this work a long-wavelength asymptotic approach is used to analyze the region of absolute instabi...
In this paper a theoretical study is undertaken to investigate the structure of the lower branch neu...
Abstract. Numerical treatment of the linear stability equations is undertaken to investigate the occ...
We consider the convective instability of stationary and traveling modes within the boundary layer o...
AbstractThe development of the flow over a rotating disk is investigated by direct numerical simulat...
The suction effects in the three-dimensional boundary layer flow due to a rotating disk are analyzed...
AbstractThe suction effects in the three-dimensional boundary layer flow due to a rotating disk are ...
Abstract: Both theoretical linear stability analysis and the direct numerical simulation are perform...
The purpose of this paper is to investigate the linear stability analysis for the laminar-turbulent ...
Asymptotic solutions for stationary and non-stationary modes for the upper and lower branch disturba...
This thesis deals with the instabilities of the incompressible boundary-layer flow that is induced b...
The stability of the flow due to a rotating disk is considered for non-Newtonian fluids, specificall...
Results obtained from the numerical simulation of linearized disturbance evolution in various rotati...
The global stability of the von Kármán boundary layer on the rotating disk is reviewed. For the ge...
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