The effect of small non-parallelism of the base flow on the stability of slightly curved mixing layers is analyzed in the present paper. Assuming that the instability wavelength is much smaller than the length scale of the variation of the base flow we derive an amplitude evolution equation using the method of multiple scales. The proposed asymptotic model provides connection between parallel flow approximations and takes into account slow longitudinal variation of the base flow
An amplitude evolution equation for the most unstable mode of a flow between two parallel planes is ...
A simple model is described for predicting the time evolution of the half-width h of a planar mixing...
The Orr-Sommerfeld operator's eigenvalues determine the stability of exponentially growing disturban...
The effect of small non-parallelism of the base flow on the stability of slightly curved mixing laye...
Three types of shallow flows are widespread in nature and engineering: wakes, mixing layers and jets...
Linear stability of slightly curved shallow mixing layers is analyzed in the present paper. Two base...
Shallow water flows (in particular, shallow mixing layers) are analyzed in the literature by several...
Methods of weakly nonlinear theory are used in the present paper in order to analyze the behavior of...
The linear stability of viscous flows in a curved channel due to time dependent slowly varying press...
The linear stability of viscous flows in a curved channel due to time dependent slowly varying press...
It is generally accepted that a linear stability theory, together with a slowly diverging base flow,...
Linear stability of shallow mixing layers is analyzed in the present paper. The mixing layer is form...
The linear inviscid hydrodynamic stability of slightly curved free mixing layers is studied in this ...
Linear stability analysis of mixing layers in shallow water is performed in the present paper under ...
Spatial stability analysis is used in the present paper in order to investigate the effect of variab...
An amplitude evolution equation for the most unstable mode of a flow between two parallel planes is ...
A simple model is described for predicting the time evolution of the half-width h of a planar mixing...
The Orr-Sommerfeld operator's eigenvalues determine the stability of exponentially growing disturban...
The effect of small non-parallelism of the base flow on the stability of slightly curved mixing laye...
Three types of shallow flows are widespread in nature and engineering: wakes, mixing layers and jets...
Linear stability of slightly curved shallow mixing layers is analyzed in the present paper. Two base...
Shallow water flows (in particular, shallow mixing layers) are analyzed in the literature by several...
Methods of weakly nonlinear theory are used in the present paper in order to analyze the behavior of...
The linear stability of viscous flows in a curved channel due to time dependent slowly varying press...
The linear stability of viscous flows in a curved channel due to time dependent slowly varying press...
It is generally accepted that a linear stability theory, together with a slowly diverging base flow,...
Linear stability of shallow mixing layers is analyzed in the present paper. The mixing layer is form...
The linear inviscid hydrodynamic stability of slightly curved free mixing layers is studied in this ...
Linear stability analysis of mixing layers in shallow water is performed in the present paper under ...
Spatial stability analysis is used in the present paper in order to investigate the effect of variab...
An amplitude evolution equation for the most unstable mode of a flow between two parallel planes is ...
A simple model is described for predicting the time evolution of the half-width h of a planar mixing...
The Orr-Sommerfeld operator's eigenvalues determine the stability of exponentially growing disturban...