Linear stability analysis of mixing layers in shallow water is performed in the present paper under the following assumptions: (a) the fluid contains uniformly distributed heavy small particles, (b) the mixing layer is slightly curved in the longitudinal direction, (c) the friction coefficient changes in the transverse direction. Marginal stability curves are calculated for different base flow velocity profiles which represent both stably and unstably curved mixing layers. The effect of all parameters on the stability characteristics of the flow is investigated
The development of large coherent structures in a shallow mixing layer is analyzed. The results are ...
The development of large coherent structures in a shallow mixing layer is analyzed. The results are ...
Flows behind obstacles (such as islands) are shallow if the transverse scale of the flow is much lar...
Spatial linear stability analysis of shallow mixing layers is performed in the case where friction f...
Linear and weakly nonlinear instability of shallow mixing layers is analysed in the present paper. I...
Linear stability of slightly curved shallow mixing layers is analyzed in the present paper. Two base...
Spatial stability analysis is used in the present paper in order to investigate the effect of variab...
Spatial linear stability analysis of shallow mixing layers is performed in the present paper for the...
Three types of shallow flows are widespread in nature and engineering: wakes, mixing layers and jets...
Linear stability of shallow mixing layers is analyzed in the present paper. The mixing layer is form...
Linear stability analysis of mixing layers in two-phase shallow flows is performed in the present pa...
Methods of weakly nonlinear theory are used in the present paper in order to analyze the behavior of...
Linear stability of wake-shear layers in two-phase shallow flows is analyzed in the present paper. S...
Shallow water flows (in particular, shallow mixing layers) are analyzed in the literature by several...
Flows behind obstacles (such as islands) are shallow if the transverse scale of the flow is much lar...
The development of large coherent structures in a shallow mixing layer is analyzed. The results are ...
The development of large coherent structures in a shallow mixing layer is analyzed. The results are ...
Flows behind obstacles (such as islands) are shallow if the transverse scale of the flow is much lar...
Spatial linear stability analysis of shallow mixing layers is performed in the case where friction f...
Linear and weakly nonlinear instability of shallow mixing layers is analysed in the present paper. I...
Linear stability of slightly curved shallow mixing layers is analyzed in the present paper. Two base...
Spatial stability analysis is used in the present paper in order to investigate the effect of variab...
Spatial linear stability analysis of shallow mixing layers is performed in the present paper for the...
Three types of shallow flows are widespread in nature and engineering: wakes, mixing layers and jets...
Linear stability of shallow mixing layers is analyzed in the present paper. The mixing layer is form...
Linear stability analysis of mixing layers in two-phase shallow flows is performed in the present pa...
Methods of weakly nonlinear theory are used in the present paper in order to analyze the behavior of...
Linear stability of wake-shear layers in two-phase shallow flows is analyzed in the present paper. S...
Shallow water flows (in particular, shallow mixing layers) are analyzed in the literature by several...
Flows behind obstacles (such as islands) are shallow if the transverse scale of the flow is much lar...
The development of large coherent structures in a shallow mixing layer is analyzed. The results are ...
The development of large coherent structures in a shallow mixing layer is analyzed. The results are ...
Flows behind obstacles (such as islands) are shallow if the transverse scale of the flow is much lar...