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ANALYTICAL METHODS FOR TEXTILE COMPOSITES
8-6
Strength
Model:
None.
Data
Required:
Yarn and matrix elastic constants. Different yarns may have different properties.
Points describing yarn paths and cross-sections must be generated external to the
program.
Output:
6x6 average stiffness matrix, A, B, and D matrices (plate option), thermal
expansion coefficients, and yarn volume fractions. Finite-element nodal coordinates
and connectivity arrays are also given.
Experimental
Validation
:
None offered.
Comments:
- Combining isostrain and isostress can be physically justified in a composite.
However, the user should be aware that there is no way to tell if an upper or lower
bound is being obtained.
- Like µTex-10, this code computationally intensive. A solution for µTex-20
using a 20x20x20 mesh required about an hour on an HP 7000 workstation. The
authors report a quarter of this time using a different computer.
- Stress output is not available.
- Given that the effort to set up data files is identical for µTex-10 and µTex -20,
the advantages of µTex-20 are not obvious. It may be preferable to obtain an
upper bound solution from µTex-10, which is known to converge with increasing
mesh density, rather than to introduce the uncertainty of the selective averaging
method.