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field variable dependency - hyperelastic material

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IceBreakerSours

Bioengineer
Jan 18, 2012
1,638
I have been trying to assign field variable dependency for materials other than Marlow and running into issues. I have uniaxial tensile stress-strain data that I'd like to be able to scale with a field variable (from 0 to 1).


I guess I could scale it by "find and replace in place" using MATLAB or Python but I was hoping to avoid that.

It is a 3D model and the analysis is static.

 
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Let me also try another way of asking this question.

What options do I have to scale the nonlinear stress-strain uniaxial tensile test data? Currently, I am doing the following:

*******************
*parameter
param=0.1
row1=0*param
row2=10*param
row3=20*param
..
..
..

*******************
Hyperelastic, ogden, test data input
*Uniaxial Test Data
<row1>,0
<row2>,0.5
<row3>,0.6
..
..
..

Also, just to be sure, isn't X-axis (direction 1) as defined in the orientation card assumed by ABAQUS to act as the primary axis of loading?

 
What I've done for this in the past (for plastic materials) is to make some big tables with all of the stress-strain data values for each value of the field variable, which I think is what you meant by your MATLAB/Python option? Other than this maybe you could make a fit to the data then scale the coefficients using either field variables or something like UHYPER.
 
Thanks MechIrL.

make some big tables with all of the stress-strain data values for each value of the field variable

Correct; I guess I am doing the same thing with a parameter definition except that in the approach you are suggesting all possible stress-strain curves are defined in the INP (intermediate ones being interpolated by ABAQUS) whereas in my current approach only one stress-strain law is defined for one value of the assigned parameter.

Other than this maybe you could make a fit to the data then scale the coefficients using either field variables or something like UHYPER.

This sound problematic to me at first glace. I may have it wrong but I can't simply scale coefficients and expect a scaled non-linear relationship in uniaxial stress and strain out of a material model like Ogden, can I? I may have to do curve fits on a few possible curves, see how the parameters vary, and then, if possible, assign an appropriate profile to field variable dependency. What do you think?

 
Yes, the second approach may yield a complex relationship between the material parameters and the field variables. Determining a relationship might well be a pain and of course has no guarantee of leading to an accurate fit. Using UHYPER might be a slightly neater approach, but would still require some way of fitting the data as best possible.
 
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