Abstract
A wavelet-enriched adaptive hierarchical, coupled crystal plasticity, phase-field finite element model is developed in this work to simulate crack initiation and propagation in complex polycrystalline microstructures. The model accommodates initial material anisotropy and crack tension-compression asymmetry through orthogonal decomposition of stored elastic strain energy into tensile and compressive counterparts. The crack evolution is driven by stored elastic and defect energies, resulting from slip and hardening of crystallographic slips systems. A finite element model is used to simulate the fracture process in a statistically equivalent representative volume element reconstructed from electron back-scattered diffraction scans of experimental microstructures. Multiple numerical simulations with the model exhibits microstructurally sensitive crack propagation characteristics.
Published Version
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