DJStatics
Marine/Ocean
- Sep 22, 2021
- 14
Hi there
I am testing the use of surface-to-surface contact interaction with a cohesive behaviour contact property. However, I find that my model is not matching a theoretical calculation and the behaviour is not consistent across different stiffness values(Knn, Kss, Ktt).
Model description: (CAE file also attached)
- Two plates (100mm x 100mm x 5 mm) with very large E modulus. Plates separated by 5mm.
- Bottom plate fixed in translation and rotation. Top plate fixed in Z and Y.
- S4R elements with 5mm seed size.
- Body force of 0.1 applied to top plate in X direction.
- Interaction setup: Type = Surface-to-surface. Top plate master, bottom slave. Discretization method = surface to surface. Sliding formulation = small sliding. Slave adjustment = 'Adjust only to remove overclosure' (not sure about this one).
- Interaction property: Cohesive behaviour
Results of interest:
Displacement of top plate for different K values (with Knn=Kss=Ktt).
Theoretical calculation:
Displacement of top plate = (Total force across top plate / Area of plate) / K. -> This follows from Shear stress = Shear strain*G, assuming bond thickness = 1.
For K = 10, the model matches the theory near exact. With increasing values of K, the error with the theory also increases. For K=20, 65% error, K=100, 256% error,..)
Perhaps my theory calculation is wrong, but if someone has some insight into these results, I would be grateful.
I am testing the use of surface-to-surface contact interaction with a cohesive behaviour contact property. However, I find that my model is not matching a theoretical calculation and the behaviour is not consistent across different stiffness values(Knn, Kss, Ktt).
Model description: (CAE file also attached)
- Two plates (100mm x 100mm x 5 mm) with very large E modulus. Plates separated by 5mm.
- Bottom plate fixed in translation and rotation. Top plate fixed in Z and Y.
- S4R elements with 5mm seed size.
- Body force of 0.1 applied to top plate in X direction.
- Interaction setup: Type = Surface-to-surface. Top plate master, bottom slave. Discretization method = surface to surface. Sliding formulation = small sliding. Slave adjustment = 'Adjust only to remove overclosure' (not sure about this one).
- Interaction property: Cohesive behaviour
Results of interest:
Displacement of top plate for different K values (with Knn=Kss=Ktt).
Theoretical calculation:
Displacement of top plate = (Total force across top plate / Area of plate) / K. -> This follows from Shear stress = Shear strain*G, assuming bond thickness = 1.
For K = 10, the model matches the theory near exact. With increasing values of K, the error with the theory also increases. For K=20, 65% error, K=100, 256% error,..)
Perhaps my theory calculation is wrong, but if someone has some insight into these results, I would be grateful.