lo85
Guest
Hey, guys.
I wanted to ask a question about non-linear analysis.
how do I graphically understand from the convergence chart if the solution actually converges?
another thing,
I should make a curve of capacity, so as far as my structure does not collapse, thus representing the force applied until the final shift of collapse, but how do I impose this condition?
when I set my nonlinear isotropic material, I used a material:
nonlinear-inelastic-bilinear isotropic hardening with von mises criterion.
here I entered the yield point (i.e. I inserted the voltage that guarantees the passage from the elastic to platinum limit) and the tang g module.
I don't understand when my structure collapses though.
say that I should make a material with "multilinear isotropic hardening" so that even deformations related to the various tensions of the material are included?
I noticed that in the setting of the non-linear analysis a deformation of cut-off is required
I don't understand where I'm wrong.
Please help me.
I wanted to ask a question about non-linear analysis.
how do I graphically understand from the convergence chart if the solution actually converges?
another thing,
I should make a curve of capacity, so as far as my structure does not collapse, thus representing the force applied until the final shift of collapse, but how do I impose this condition?
when I set my nonlinear isotropic material, I used a material:
nonlinear-inelastic-bilinear isotropic hardening with von mises criterion.
here I entered the yield point (i.e. I inserted the voltage that guarantees the passage from the elastic to platinum limit) and the tang g module.
I don't understand when my structure collapses though.
say that I should make a material with "multilinear isotropic hardening" so that even deformations related to the various tensions of the material are included?
I noticed that in the setting of the non-linear analysis a deformation of cut-off is required
I don't understand where I'm wrong.
Please help me.