Discussion Closed This discussion was created more than 6 months ago and has been closed. To start a new discussion with a link back to this one, click here.
Nonlinear bending of an isotropic plate
Posted Feb 19, 2012, 2:44 p.m. EST Structural Mechanics 5 Replies
Please login with a confirmed email address before reporting spam
Hello,
I m trying to simulate a very known benchmark problem which also apears on Reddy and Arciniega's article, ''Tensor-based finite element formulation for geometrically nonlinear analysis of shell structures''.
The problem consists of a plate with width=12 and height=1 (as defined in Comsol), E (module Young) = 1.2*10^6,
poisson ratio is 0 and the thickness of the plate is 0.1. The boundary conditions are fixed constraint at one edge and moment at the opposite edge. (the moment is defined in the Local Edge System and not in the Global Coordinate System).
While in the article Reddy and Arciniega are able to to reach fully circular rotation, using comsol i only can reach much lower rotations when the applied moment is 42. applying moments higher then 42 makes the solution false.
When applying moments lower then 42 , i get rotations that are accurate when comparing to analytical results, but i still wonder why i cant fully replicate what Reddy and Rrciniega did.
thx a lot
Iftah Nudel
I m trying to simulate a very known benchmark problem which also apears on Reddy and Arciniega's article, ''Tensor-based finite element formulation for geometrically nonlinear analysis of shell structures''.
The problem consists of a plate with width=12 and height=1 (as defined in Comsol), E (module Young) = 1.2*10^6,
poisson ratio is 0 and the thickness of the plate is 0.1. The boundary conditions are fixed constraint at one edge and moment at the opposite edge. (the moment is defined in the Local Edge System and not in the Global Coordinate System).
While in the article Reddy and Arciniega are able to to reach fully circular rotation, using comsol i only can reach much lower rotations when the applied moment is 42. applying moments higher then 42 makes the solution false.
When applying moments lower then 42 , i get rotations that are accurate when comparing to analytical results, but i still wonder why i cant fully replicate what Reddy and Rrciniega did.
thx a lot
Iftah Nudel
5 Replies Last Post Feb 23, 2012, 7:39 a.m. EST