Discussion Closed This discussion was created more than 6 months ago and has been closed. To start a new discussion with a link back to this one, click here.
impeller mixing
Posted 29 giu 2010, 15:13 GMT-4 2 Replies
Please login with a confirmed email address before reporting spam
Hello
Thanks in advance for any help. I'm just starting to learn!
I would like to model impeller mixing in a cylindrical tank. I am starting with a transient 2D model (with the idea of eventually having a 3D model), so the geometry looks like a circle with a cross on the center (the radial impeller). I want to make the "cross" rotate and then analyze the velocity profiles with time.
The density and viscosity are that of water. I am assigning free displacement on the subdomain, while moving the boundaries of the impeller with the equations:
dx = cos(-2*pi*rpm*t)*X-sin(-2*pi*rpm*t)*Y-X
dy = sin(-2*pi*rpm*t)*X+cos(-2*pi*rpm*t)*Y-Y
Meanwhile, from the fliud mechanics side, I need the walls to have a no slip condition. I have tried several alternatives but I keep getting an error message about pointwise constraints not allowed for transient analyses.
I'm very confused.
Thanks again!
Thanks in advance for any help. I'm just starting to learn!
I would like to model impeller mixing in a cylindrical tank. I am starting with a transient 2D model (with the idea of eventually having a 3D model), so the geometry looks like a circle with a cross on the center (the radial impeller). I want to make the "cross" rotate and then analyze the velocity profiles with time.
The density and viscosity are that of water. I am assigning free displacement on the subdomain, while moving the boundaries of the impeller with the equations:
dx = cos(-2*pi*rpm*t)*X-sin(-2*pi*rpm*t)*Y-X
dy = sin(-2*pi*rpm*t)*X+cos(-2*pi*rpm*t)*Y-Y
Meanwhile, from the fliud mechanics side, I need the walls to have a no slip condition. I have tried several alternatives but I keep getting an error message about pointwise constraints not allowed for transient analyses.
I'm very confused.
Thanks again!
2 Replies Last Post 6 lug 2010, 14:37 GMT-4