Anil_O
Aerospace
- Oct 4, 2016
- 1
Hello everyone,
I have a question about the FEM solution procedure.
Suppose I have model with nonlinear effects. Basically, K is also a function of u. I use 10 substeps with automatic time stepping. Condition 1:
1) I choose Direct sparse solver as an equation solver and for equilibrium equation solver NR.
Basically , Where does the program use the Sparse Solving technique, and where the Newton Raphson ?
Condition 2:
2) I choose PCG solver (or any iterative solver) for equation solver and again NR for the equilibrium equations.
How does the program implement NR and and PCG algorithm ?
**************************************
As far as I know, NR give us the final Ki (Tangent matrix) at each substep and equation solver comes into the scene to solve the K.U=F basic equation depending on the algorithm (Direct or Iterative).
If anyone with the good academic background help me about the questions or give his / her comments, I would be appreciated.
Thanks
I have a question about the FEM solution procedure.
Suppose I have model with nonlinear effects. Basically, K is also a function of u. I use 10 substeps with automatic time stepping. Condition 1:
1) I choose Direct sparse solver as an equation solver and for equilibrium equation solver NR.
Basically , Where does the program use the Sparse Solving technique, and where the Newton Raphson ?
Condition 2:
2) I choose PCG solver (or any iterative solver) for equation solver and again NR for the equilibrium equations.
How does the program implement NR and and PCG algorithm ?
**************************************
As far as I know, NR give us the final Ki (Tangent matrix) at each substep and equation solver comes into the scene to solve the K.U=F basic equation depending on the algorithm (Direct or Iterative).
If anyone with the good academic background help me about the questions or give his / her comments, I would be appreciated.
Thanks