problem with a solution in time dependent domain
I am working on some problem with time dependent domain. Namely one of the borders of the domain is changing with time.
I was able to make my mesh time dependent and it works fine, but I encountered some other difficulty which I cant understand/solve.
Namely, after mesh is changed, solution behaves wrong. Some energy is added to the system. It happens only during first change of the domain. Consecutive changes do not show this strange behavior any more (solution behaves as it should)
You ca see it on the animation here:
from time 0 - 0.5 everything is ok
for t =0.5 there is change of the domain geometry
from time 0.5 - 1 we can see this "strange" behaviour, some extra energy is added and blue patch is moving (in fact it should not)
at time t = 1 there is change of the geometry again, but now (and later as well) everything seems to be ok (no extra/phantom energy is added).
Summing up, there is some problem after first change of the mesh.
Equation I am solving is just:
Disclaimer: I'm not an expert on this! I'll share as much as I know, but keep in mind that I might have some terminology confused and/or I might be mistaken :(.
A few possibilities come to mind:
But there are at least a few details you haven't mentioned, which would make it easier to diagnose:
edit: after viewing the video a few times... it might be strange, but the solution you've got seems physical enough to me! Because you had large step change in the geometry, which could easily bump anything away from the wall :confused:!
checkMesh returns mesh OK.
It is simple 2D geometry, as you can see on the movie, so there is no troubles with topology.
I am not sure about flux correction, I added some commands (after pimpleDyMFoam), but it seems that they do not affect results. But truly speaking I do not understand this issue to much. I have the same strange behavior even for simple heat equations, where velocity is not needed.
Answering your questions:
1. I am running in serial model.
2. My mesh is modified by changing one of the boundaries during time integration.
My solver is based on icoStructFoam. Operation on mesh looks as follows:
2. I am using dynamic meshing. dynamicMeshDict looks as follows:
1. in case of just diffusion equation, it should get weaker, not stronger...
2. If I re-run starting from time at which geometry is changed (time = 0.5), solution behaves well. So it seems that there is some dynamic response after mesh is changed, which seems to be incorrect...
Thanks again for your time.
Please see animation at:
where I am solving heat equation only:
I am keeping the same BC all the time:
on the upper, left and right boundary there is Dirichlet BC: om = 0,
on the bottom boundary there is Drichlet as well, but as function of space:
om(at bottom boundary) = f(s).
You can see its shape/values e.g. on the frame for time = 0.
Its max absolute value is -13.86...
In my opinion solution is not correct after mesh is updated, because I would expect that during the solution "om" field should get weaker, and max value should be the one which is on the boundary.
Anyway my goal is to start calculations "from the beginning" after mesh is changed. Namely I do not want to have any dynamics response because of changed domain during time integration.
I am still "fighting" with this problem.
But in fact, it seems, that I need something simple.
I need only to change my mesh (as I am sucesfuly doing) and I want to start my calculations "from the beginning" with the new mesh.
The problem I have is some "memory" (mesh change response) which is passed to my solution after mesh is updated. I do not need this "memory".
Is there any way to update mesh, but cancel this "mesh change response" ??
Thanks and best
Sorry for the late reply, but this is a bit out of my skill-level :(
Nonetheless, I only very vaguely know of a few things that might help you:
Thanks for your reply and help !
In my dynamicMeshDict I have:
I am not sure what it is:
I am not sure if my "case" would be of any help. I created my own solver to calculate some equations/problem arising from asymptotic simplification of high Re cuette flow.
In short there are three advection-diffusion equations which need to be solved on the domain which is changing as a result of a solution of one of these equations.
For now I switched to my own code in curve-linear coordinates. It works fine, but I would like to use OpenFOAM as well.
The forces function object needs at least the "U" and "p" fields to work. If you do not use the "p" field, then you'll need to create a variant of the forces function object, since you'll need to calculate the force some other way than relying on "U" and "p".
As for flux correction... see the tutorial file "./multiphase/interDyMFoam/ras/damBreakWithObstacle/constant/dynamicMeshDict", entry "correctFluxes".
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