I have a simple question, when a 2-D axisymmetric geometry is given a boundary condition in the r direction (such as a translational velocity to the wall), it must also affect its symmetry in the -r direction. So there must be some sort of compression process going on. Is it possible to apply this as a complete (including r=0 axis) translation of axisymmetric geometry rather than compression? Or is it mandatory to switch to 3-D geometry?
It is pointless to have an introductory on this if you don't actually do the process of constructing the infinite element yourself. You're basically explaining what it is. I request to maybe try this infinite domain element feature on a General problem. Maybe a diffusion problem?? Pls model a semi-infinite domain through this feature and get the solution
I have a simple question, when a 2-D axisymmetric geometry is given a boundary condition in the r direction (such as a translational velocity to the wall), it must also affect its symmetry in the -r direction. So there must be some sort of compression process going on. Is it possible to apply this as a complete (including r=0 axis) translation of axisymmetric geometry rather than compression? Or is it mandatory to switch to 3-D geometry?
It is pointless to have an introductory on this if you don't actually do the process of constructing the infinite element yourself. You're basically explaining what it is.
I request to maybe try this infinite domain element feature on a General problem. Maybe a diffusion problem?? Pls model a semi-infinite domain through this feature and get the solution