A parameter-free phase field model for propagating fronts in a one-dimensional elastic chain is derived from the STIV statistical mechanics framework, with coupled strain-phase dynamics and a non-local free energy.
A phase field model for rate-independent crack propagation: Robust algorithmic implementation based on operator splits
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A statistical mechanics derivation and implementation of non-conservative phase field models for front propagation in elastic media
A parameter-free phase field model for propagating fronts in a one-dimensional elastic chain is derived from the STIV statistical mechanics framework, with coupled strain-phase dynamics and a non-local free energy.