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in situ stress conditions
Posted 21.01.2011, 09:09 GMT-5 Porous Media Flow, Structural Mechanics Version 4.1, Version 5.0 4 Replies
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Dear all,
in a poroelastic / structure mechanics model, that only consists of a material block (x=1000, y=1000, z=3000 meters, where z=direction of gravity vector), a stationary solution will always contain some initial displacements especially along the gravity axis (z).
The lateral boundaries are set on "roller", the bottom one to "fix constraint" and the surface one is "free".
The deformations happen only due to gravitational effects of its own weight until the model reaches an equilibrium.
Is there a way to tell Comsol, that the defined initial conditions already reflect an equilibrium and that there should be NO displacements at all in the solution?
One approach was:
First create a stationary solution, which contains this strange initial displacements.
Using a second physics module in a second study with exactly the same definitions as the first one but defining -u, -v and -w in the initial displacement field (where u, v and w are the components of the displacement field of the first stationary solution) should avoid any initial displacements in the second study.
This does not work. The deformations still appear in the second study.
Does anyone have an idea, why this work around fails?
Anyone has another idea or work around?
Thanks a lot and have a nice weekend everyone,
Juergen
in a poroelastic / structure mechanics model, that only consists of a material block (x=1000, y=1000, z=3000 meters, where z=direction of gravity vector), a stationary solution will always contain some initial displacements especially along the gravity axis (z).
The lateral boundaries are set on "roller", the bottom one to "fix constraint" and the surface one is "free".
The deformations happen only due to gravitational effects of its own weight until the model reaches an equilibrium.
Is there a way to tell Comsol, that the defined initial conditions already reflect an equilibrium and that there should be NO displacements at all in the solution?
One approach was:
First create a stationary solution, which contains this strange initial displacements.
Using a second physics module in a second study with exactly the same definitions as the first one but defining -u, -v and -w in the initial displacement field (where u, v and w are the components of the displacement field of the first stationary solution) should avoid any initial displacements in the second study.
This does not work. The deformations still appear in the second study.
Does anyone have an idea, why this work around fails?
Anyone has another idea or work around?
Thanks a lot and have a nice weekend everyone,
Juergen
4 Replies Last Post 23.07.2015, 10:19 GMT-4