Deformable wall simulation
Posted: Fri Nov 06, 2020 2:54 am
Hi everyone.
I am having some issues with the results of my simulation of an aneurismatic aortic arch with deformable wall properties.
As suggested from the guide, I ran a rigid wall simulation to impose the initial condition of the deformable wall simulation.
At first my simulation did not converge, so I have modified the .svpre file by adding two lines (fix_free_edge_nodes_vtp mesh-complete/walls_combined.vtp and deformable_create_mesh_vtp mesh-complete/walls_combined.vtp) as suggested by a previuos post on the forum (viewtopicPhpbb.php?f=188&t=11726&p=3307 ... 6ea480d24b).
Now the simulation converges, but the displacements appear to be too large (up to 2cm), even if the initial displacements calculated from the presolver seem to be correct.
My model is in mm, so I used consistent units of measurments for the wall properties ([Pa] for the Elastic modulus and pressure, [mm] for the thickness and [g/mm^3] for the density), is it correct?
Does anyone have any suggestion?
Thank you for your help,
Valentina
I am having some issues with the results of my simulation of an aneurismatic aortic arch with deformable wall properties.
As suggested from the guide, I ran a rigid wall simulation to impose the initial condition of the deformable wall simulation.
At first my simulation did not converge, so I have modified the .svpre file by adding two lines (fix_free_edge_nodes_vtp mesh-complete/walls_combined.vtp and deformable_create_mesh_vtp mesh-complete/walls_combined.vtp) as suggested by a previuos post on the forum (viewtopicPhpbb.php?f=188&t=11726&p=3307 ... 6ea480d24b).
Now the simulation converges, but the displacements appear to be too large (up to 2cm), even if the initial displacements calculated from the presolver seem to be correct.
My model is in mm, so I used consistent units of measurments for the wall properties ([Pa] for the Elastic modulus and pressure, [mm] for the thickness and [g/mm^3] for the density), is it correct?
Does anyone have any suggestion?
Thank you for your help,
Valentina