My first result: The flow around an egg with diameter 1 and length 1.5 m. I used a very non realistic kinematic viscosity (nu) for this simulation: 0.01 m2/s. The Reynolds number Re=d*u/nu = 1*10/0.01=1000. The kinematic viscosity of air is 15e-6 m2/s. With that kinematic viscosity Re would become ~7e+05. I used the icoFoam solver. At the more realistic higher Reynolds numbers an other solver has to be used.
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzsyZOEpszrZYrN_s_ojmCE0Bm8rsQBudlyCW_2bysyHThGwsmS4vzavKC6Uta37zf3JNB-JEt_STRYBUNqFPDjoeIaLF036fQPVmmZOo8oqVnmW6Nprbp5hVlOucwFOZ8XRpQ0VDKh6E/s400/T017475.png) |
Flow around an egg. p is the reduced flow pressure/rho. |
The egg was modelled in Rhino, exported to a stl file. With the OpenFoam tool snappyHexMesh a mesh was created.
The next figure shows the flow at Re 7e5. At the back side a vortex is visible.
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWMA2OO3K7FVxJ0x25LI1O6Xsh0_J_X2LU_laNxlC0xZafpegaceduZ6WO2-_vtNz-DLhFbsjsp9dmpnIUDzPDELST6JK9qwUFim6Tlibx9SZT7cEuu-VFHZU332oDi_iTXVOC17ZaN-4/s400/Screen+shot+2012-01-05+at+20.23.35.png) |
kinematic viscosity of air increased to 15e-6 m2/s, Re~7e5 |
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