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Hierarchical Multiscale Approach for Modeling the Deformation and Failure of Epoxy-Based Polymer Matrix Composites
Xiawa Wu1, Amin Aramoon2, Jaafar A El-Awady2
1Mechanical Engineering, Penn State Behrend, Erie, Pennsylvania 16507, United States.
The Journal of Physical Chemistry. B
|December 17, 2020
Summary
Coarse-grained molecular dynamics simulations reveal epoxy
Area of Science:
- Materials Science
- Computational Chemistry
- Polymer Science
Background:
- Polymer matrix composites (PMCs) are essential in various industries.
- Accurate modeling of their mechanical properties is crucial for design and performance.
- Traditional models often simplify the complex interface between matrix and reinforcement.
Purpose of the Study:
- To characterize the molecular structure and mechanical properties of the epoxy matrix near fiber interfaces in PMCs.
- To develop a more accurate computational model for PMC behavior.
- To compare the predictive capabilities of CG-MD-informed models versus conventional models.
Main Methods:
- Coarse-grained molecular dynamics (CG-MD) simulations were employed to analyze the epoxy matrix structure.
- Free-volume hole radius distribution was measured as a function of distance from the matrix-fiber interface.
- Correlations between mechanical properties, free volume, and cross-linking were established.
- Results were integrated into a finite element model (FEM) for upscaled analysis.
Main Results:
- Molecular structure analysis revealed variations in free-volume distribution near the interface.
- Established correlations between epoxy mechanical properties and free-volume characteristics.
- CG-MD-informed FEM predicted localized damage near the fiber-matrix interface.
- Conventional FEM overestimated PMC strength and predicted uniform damage evolution.
Conclusions:
- CG-MD simulations provide critical insights into the molecular-level behavior of the epoxy matrix.
- Upscaling CG-MD results into FEM leads to more accurate predictions of PMC mechanical response and damage.
- This approach highlights the importance of considering interfacial effects in composite modeling.
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