260
8. Complex Geometries
Flow
Fig. 8.16. Geometry and boundary conditions for laminar flow around a circular
cylinder in a channel
Fig. 8.17. The level two grid, used to calculate 2D flow around a circular cylinder
in a channel (5000 CVs; only part of the grid is shown)
Cd,,,,
Extrapolated value: 5.581
Extrapolated value: 3.228
5 . 5 4 4
J . l /
1
2
3
4
i 1 2 3
4
Grid level
Grid level
Fig. 8.18. Drag coefficients for the 2D flow around a cylinder in a channel as
functions of grid size: steady flow at Re = 20 (left) and the maximum drag coefficient
in a periodic unsteady flow at Re = 100 (right); from Muzaferija et al. (1995)
where fx and f, are the x and y component of the force exerted by the
fluid on the cylinder. This force is calculated by integrating the pressure and
8. Complex Geometries
Flow
Fig. 8.16. Geometry and boundary conditions for laminar flow around a circular
cylinder in a channel
Fig. 8.17. The level two grid, used to calculate 2D flow around a circular cylinder
in a channel (5000 CVs; only part of the grid is shown)
Cd,,,,
Extrapolated value: 5.581
Extrapolated value: 3.228
5 . 5 4 4
J . l /
1
2
3
4
i 1 2 3
4
Grid level
Grid level
Fig. 8.18. Drag coefficients for the 2D flow around a cylinder in a channel as
functions of grid size: steady flow at Re = 20 (left) and the maximum drag coefficient
in a periodic unsteady flow at Re = 100 (right); from Muzaferija et al. (1995)
where fx and f, are the x and y component of the force exerted by the
fluid on the cylinder. This force is calculated by integrating the pressure and