seihin
Structural
- May 17, 2004
- 4
Hello friends,
I am running a static, nonlinear geometry analysis of a 2D grid structure. The grid (kagome grid, made up of equilateral triangles) has about 36000 members each with five nodes, making the analysis very big. What I am trying to find out is the behaviour of the structure when I actuate one member in the middle. The aim is to plot force-displacment graphs to investigate the change in stiffness of the structure due to nonlinear effects. We hope to load the structure until it fails by heating the centre bar. However the analysis always fails at about 40% actuation strain, with the following error messages.
***WARNING: THE SOLUTION APPEARS TO BE DIVERGING.
***ERROR: TIME INCREMENT REQUIRED IS LESS THAN MINIMUM SPECIFIED. ANALYSIS ENDS
The same error pops up even if i set the increment to impractically small values, say 1e-9. Does anyone have an idea of what seems to be the problem?
I tried to investigate this problem by looking at the stiffness of the structure at each step of the analysis (ie. the stiffness at lower actuation strains). I wish to extract the samllest eigenvalue of the "tangent" stiffness matrix at each step. However, ABAQUS doesn't seem to have an option to get stiffness matrix eigenvalues. Does anyone know how to do that? (I can get the "tangent" stiffness matrix itself by using the *ELEMENT MATRIX OUTPUT option, but since my model is so huge it is not so practical as the resulting fil file can be up to 2GB, it takes ages just to load that into Matlab. All I need is the smallest eigenvalue of that matrix).
Many thanks!
I am running a static, nonlinear geometry analysis of a 2D grid structure. The grid (kagome grid, made up of equilateral triangles) has about 36000 members each with five nodes, making the analysis very big. What I am trying to find out is the behaviour of the structure when I actuate one member in the middle. The aim is to plot force-displacment graphs to investigate the change in stiffness of the structure due to nonlinear effects. We hope to load the structure until it fails by heating the centre bar. However the analysis always fails at about 40% actuation strain, with the following error messages.
***WARNING: THE SOLUTION APPEARS TO BE DIVERGING.
***ERROR: TIME INCREMENT REQUIRED IS LESS THAN MINIMUM SPECIFIED. ANALYSIS ENDS
The same error pops up even if i set the increment to impractically small values, say 1e-9. Does anyone have an idea of what seems to be the problem?
I tried to investigate this problem by looking at the stiffness of the structure at each step of the analysis (ie. the stiffness at lower actuation strains). I wish to extract the samllest eigenvalue of the "tangent" stiffness matrix at each step. However, ABAQUS doesn't seem to have an option to get stiffness matrix eigenvalues. Does anyone know how to do that? (I can get the "tangent" stiffness matrix itself by using the *ELEMENT MATRIX OUTPUT option, but since my model is so huge it is not so practical as the resulting fil file can be up to 2GB, it takes ages just to load that into Matlab. All I need is the smallest eigenvalue of that matrix).
Many thanks!