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A convex variational principle for the necessary conditions of classical optimal control
Field Dislocation Mechanics, Conservation of Burgers vector, and the augmented Peierls model of dislocation dynamics
PhD position in solid/structural mechanics at Stony Brook University
Abstract call: 11th GACM Colloquium - MS15: Computational Geomechanics
Abstract call: 11th GACM Colloquium - MS15: Computational Geomechanics
Mini-Symposium on Computational Geomechanics at GACM Colloquium 2025
Mini-Symposium on Computational Geomechanics at GACM Colloquium 2025
Mini-Symposium on Computational Geomechanics at GACM Colloquium 2025
Mini-Symposium on Computational Geomechanics at GACM Colloquium 2025
Mini-Symposium on Computational Geomechanics at GACM Colloquium 2025
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a variant of Persson's wear theory based on fatigue initiation
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to test your "equation", we tried various damping factor
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very strange derivation of a (non) theory then!
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Testing and viscoelastic
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Testing and viscoelastic
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Testing and viscoelastic
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I was told that the link doesnt work
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A convex variational principle for the necessary conditions of classical optimal control
Field Dislocation Mechanics, Conservation of Burgers vector, and the augmented Peierls model of dislocation dynamics
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Journal club for December 2023 : Recent trends in modeling of asperity-level wear
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