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Our composite model was designed to simulate a single set of aligned vertical cracks (HTI symmetry) filled with fluids.
A two-phase composite model was also developed and a finite element analysis was conducted on this model.
To this order, a composite model was developed for the removal of bound solvent that incorporates models for heat transfer and desolvation kinetics.
This composite model was thought to be most informative way of identify need.
The resulting composite model was considered to be a single, movable rigid body in these calculations.
The average AUC value of the individual models used to build the geographic quadrant composite model was 0.927, whereas the average AUC value of the individual models that were used to build the subspecies composite model was 0.976.
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The simulation results of the periodic composite model are in good agreement with the experimental data.
A composite model is employed to describe the material with its dislocation cell structure.
In this study, a nacreous composite model is constructed and validated by experimental results under uniaxial tensile loading.
The training algorithms for all the parameters in the composite model are developed using the expectation-maximization framework.
Thermal expansion coefficients predicted from a theoretical composite model were compared to the experimental data.
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