Writing a Simple UMAT in ABAQUS
This video shows how to write and implement a simple user material in ABAQUS. I hope it helps.
This video shows how to write and implement a simple user material in ABAQUS. I hope it helps.
Hi all,
I have a problem with perfect-plasticity material model in Abaqus. I this simple 2D analysis, I am modeling a beam fixed at both ends and applying temperature loading on it that will cause yielding. The material model is perfectly plastic with,
*PLASTIC
4.85 E8, 0.0
The problem is, stresses go beyond yield limit (4.85 E8) which should not be the case for the perfectly-plastic material model. I would appreciate any comment/help/suggestion.
Regards,
Soner
Graduate Research Assistant Positions
Mechanics at cell-nanomateriral interface
Hi everyone:
I am wondering how to combine my fortran code with LS DYNA K file. Can I directly link them to K file or should I use format of DYNA21.f?
Thanks
Intrinsic Bauschinger Effect and Recoverable Plasticity in Pentatwinned Silver Nanowires Tested in Tension
Link (http://pubs.acs.org/doi/abs/10.1021/nl503237t)
Rodrigo A. Bernal, Amin Aghaei, Sangjun Lee, Seunghwa Ryu, Kwonnam Sohn, Jiaxing Huang, Wei Cai, and Horacio Espinosa
i am still struggling with defining an initial condition in vumat. i have defined mine like this:
STATEV(1:nstatev)=stateOld(KM,1:nstatev)
if (steptime .eq. zero) then
STATEV(1) = 1.0d0
STATEV(2) = 1.0d0
STATEV(3) = 1.0d0
STATEV(4) = 0.0d0
STATEV(5) = 0.0d0
I'm using a damage evolution model in XFEM in order to model crack growth, however I am trying to identify the correct Mode I fracture energy for my problem. In particular there seems to be an issue with the units of fracture energy in ABAQUS.
I am using Damage for Traction Separation Laws, Maxps; Damage Evolution Type = Energy; Mixed bode behaviour = Power Law with power value 1; Now at the bottom what should be the input values of Normal Mode Fracture Energy, Shear Mode Fracture Energy 1st direction and Shear Mode Fracture Energy 2nd Direction.
Hi
I am studying the mechanical response (behavior) of an FGM ( Functionally Graded Material )material that has a varying properties in the x direction according to the following Young's modulus formula
E(x)=E0*exp(ß*x) for: 0<x<L
with: ß the non-homogeneity parameter of the material