simulation of the turbulent flow in a 3d channel and over a surface mounted cube youngwook kang,...
TRANSCRIPT
Simulation of the turbulent flow in a 3D channel and over a surface
mounted cube
Youngwook Kang, Cornell University
Andrei Simion, The Cooper Union
Svetlana V. Poroseva, CSIT, Florida State University
Objectives
• To become proficient in using Fluent and Gambit
• To get experience in:
1. acquiring numerical solutions of PDE
2. solving a CFD problem
Problem Description
Study on the influence of different side wall boundary conditions on flow characteristics in a 3D geometry.
- Flow types 1. Flow in a rectangular channel 2. Flow over a surface mounted cube
- Boundary Conditions 1. Periodic 2. Solid
• Channel Geometry: 2h in height, 2h in flow direction, and 3h in spanwise direction. (h=0.025m)
• Channel with surface mounted cube:
• Fluid: air
Data from Hussain and Marinuzzi’s experiment (1996) was used.
800002
Re hUb
Flow Geometry
smS
UdSUb /37.23
Turbulence Models
T
jj
k
T
T
k
kC
k
PC
tD
D
xU
tD
DkP
tD
kD
kC
CCC
k
2
21
2
21
/
3.1 0.1 92.1 44.1 09.0
:model
itymean veloc - raten dissipatio -
energy kinetic -
iU
k
Numerical Procedure - 2nd order spatial discretization scheme - Segregated, implicit solver
- Steady flow - Boundary Conditions 1. Walls in z direction 2. Walls/Periodic in x direction 3. Channel: Periodic inlet/outlet 4. Cube: Fully developed channel flow (inlet) and convective outlet
Grid - Structured non-uniform with clustering near walls
- With such grid resolution, wall description with wall functions; focus on mean velocity profiles.
Channel (x:z) 47:41
Cube (x:z:y) 47:41:86
Channel Plots
Channel Plots (cont.)
Surface Mounted Cube Plots
Surface Mounted Cube Plots (cont.)
Surface Mounted Cube Plots (cont.)
Contours
Contours (cont.)
Results and Conclusion
• We have learned how to use Fluent and Gambit to design simple meshes and solve CFD problems in application to turbulence modeling.
• Different boundary conditions on side walls have a great influence on the flow characteristics, such as velocity, vorticity, and turbulent kinetic energy.