Direct numerical simulation (DNS) of a turbulent flow over an axisymmetric hill has been carried out to study the three-dimensional flow separation and reattachment that occur on the lee-side of the geometry. The flow Reynolds number is Re H=6500, based on free-stream quantities and hill height (H). A synthetic inflow boundary condition, combined with a data feed-in method, has been used to generate the turbulent boundary layer approaching to the hill. The simulation has been run using a typical DNS resolution of δx + = 12.5, δz + = 6.5, and δy1+=1.0 and about 10 points in the viscous sublayer. It was found that a separation bubble exists at the foot of the wind-side of the hill and the incoming turbulent boundary layer flow undergoes re-la...
Stably stratified flows over a two-dimensional hill are investigated in a channel of finite depth us...
Direct numerical simulation (DNS) of turbulent compressible flows is performed using a higher-order ...
A numerical investigation of incompressible and compressible turbulent flows over strongly curved su...
Direct numerical simulation (DNS) of a turbulent flow over an axisymmetric hill has been carried out...
The present work performs a detailed comparison between numerical computations for the flow over a t...
The aim of this work is to extend an existing CFD solver, named Shock/Boundary-Layer Interaction (SB...
This paper investigates the use of LES for a flow around a three-dimensional axisymmetric hill. Two ...
LES of the flow around a three-dimensional hill is presented. Inlet boundary conditions are made fro...
Nearly all moving objects on Earth pass through fluids and many of them move at high speed. This mak...
An important goal for modern fluid mechanics experiments is to provide datasets which present a chal...
This chapter discusses computation of the flow around a three-dimensional hill. The main bottle neck...
A control-volume based finite difference computation of a turbulent transonic flow over an axisymmet...
Due to the complex nature of turbulence, the simulation of turbulent flows is still challenging and ...
Direct Numerical Simulations (DNS) provide an increasing data source to improve our understanding of...
Two new experimental data sets for turbulent flow over a steep, rough hill are presented. These incl...
Stably stratified flows over a two-dimensional hill are investigated in a channel of finite depth us...
Direct numerical simulation (DNS) of turbulent compressible flows is performed using a higher-order ...
A numerical investigation of incompressible and compressible turbulent flows over strongly curved su...
Direct numerical simulation (DNS) of a turbulent flow over an axisymmetric hill has been carried out...
The present work performs a detailed comparison between numerical computations for the flow over a t...
The aim of this work is to extend an existing CFD solver, named Shock/Boundary-Layer Interaction (SB...
This paper investigates the use of LES for a flow around a three-dimensional axisymmetric hill. Two ...
LES of the flow around a three-dimensional hill is presented. Inlet boundary conditions are made fro...
Nearly all moving objects on Earth pass through fluids and many of them move at high speed. This mak...
An important goal for modern fluid mechanics experiments is to provide datasets which present a chal...
This chapter discusses computation of the flow around a three-dimensional hill. The main bottle neck...
A control-volume based finite difference computation of a turbulent transonic flow over an axisymmet...
Due to the complex nature of turbulence, the simulation of turbulent flows is still challenging and ...
Direct Numerical Simulations (DNS) provide an increasing data source to improve our understanding of...
Two new experimental data sets for turbulent flow over a steep, rough hill are presented. These incl...
Stably stratified flows over a two-dimensional hill are investigated in a channel of finite depth us...
Direct numerical simulation (DNS) of turbulent compressible flows is performed using a higher-order ...
A numerical investigation of incompressible and compressible turbulent flows over strongly curved su...