Modeling plasticity-mediated void growth at the single crystal scale: A physics-informed machine learning approach
Created by W.Langdon from
gp-bibliography.bib Revision:1.8414
- @Article{Garbrecht:2024:mechmat,
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author = "Karl Garbrecht and Andrea Rovinelli and
Jacob Hochhalter and Paul Christodoulou and
Ricardo A. Lebensohn and Laurent Capolungo",
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title = "Modeling plasticity-mediated void growth at the single
crystal scale: A physics-informed machine learning
approach",
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journal = "Mechanics of Materials",
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year = "2024",
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volume = "199",
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pages = "105151",
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keywords = "genetic algorithms, genetic programming, Gauge
function, Ductile damage, Void interactions, Symbolic
regression",
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ISSN = "0167-6636",
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URL = "
https://www.sciencedirect.com/science/article/pii/S0167663624002436",
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DOI = "
doi:10.1016/j.mechmat.2024.105151",
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abstract = "Modeling the evolution of voids during plastic flow as
well as their effects on plastic dissipation is
critical for both component manufacturing and lifetime
estimation purposes. To this end, we propose a
rate-dependent constitutive model to homogenize the
effects of semi-randomly distributed voids on single
crystal plasticity whilst capturing void interaction
and plastic anisotropy. The present work focuses on the
case of face centered cubic crystals to introduce an
anisotropic gauge function applicable within the
crystal plasticity formalism. The approach combines
analytical methods to describe the micromechanics of
the system in combination with symbolic regression to
capture analytically intractable mechanisms from data.
The hybrid framework uses a physics-informed genetic
programming-based symbolic regression algorithm to
solve a multiform optimisation problem simultaneously
producing a new gauge function and a new strain rate
equation. This is also a multi-objective optimisation
problem with many competing objectives. A new search
and selection step is introduced to the genetic
algorithm that promotes convergence toward a global
solution that better satisfies all the objectives.
Overall, the symbolic equations produced leverage
data-driven methods to achieve greater accuracy than
comparable alternatives on an analytically intractable
problem while maintaining model transparency",
- }
Genetic Programming entries for
Karl Michael Garbrecht
Andrea Rovinelli
Jacob Dean Hochhalter
Paul Christodoulou
Ricardo A Lebensohn
Laurent Capolungo
Citations