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2023 Wilmington NC USA
Special Session 51: Phase field models and real world applications
Organizer(s): Andrea Giorgini , Maurizio Grasselli , Alain Miranville
Parallel Session 6 :: Friday, June 2, 08:00 – 10:00 LH136
8:00-8:30
Emre Esenturk
(Oxford University, England)
Interfacial Free Energy Ansiotropy in Lennard-Jones Systems: A Phase Field Approach
8:30-9:00
Andreas Aristotelous
(The University of Akron, USA)
Discontinuous Galerkin Methods for Growth Cahn-Hilliard Models
9:00-9:30
Amanda E Diegel
(Mississippi State University, USA)
C0 Interior Penalty Methods for Phase Field Crystal Equations
9:30-10:00
Morgan Pierre
(Universite de Poitiers, France)
Gradient stability of high order BDF methods and some applications
Parallel Session 7 :: Friday, June 2, 14:00 – 16:00 LH136
14:30-15:00
Kei Fong Lam
(Hong Kong Baptist University, Hong Kong)
Phase field structural optimization in additive manufacturing
15:00-15:30
Stefan Metzger
(Friedrich-Alexander Universit\"at Erlangen-N\"urnberg, Germany)
On a convergent SAV scheme for the stochastic Allen-Cahn equation
15:30-16:00
Luca Scarpa
(Politecnico di Milano, Italy)
On some stochastic phase-field models of Cahn-Hilliard-Cook type with logarithmic potential
Parallel Session 8 :: Friday, June 2, 16:30 – 19:00 LH136
16:30-17:00
Laurence Cherfils
(La Rochelle University, France)
Optimal control of a tumor growth model with brain lactate kinetics
17:00-17:30
Andrea Signori
(Politecnico di Milano, Italy)
Phase segregation drives RNA-Protein dynamics
17:30-18:00
Krutika Tawri
(University of California Berkeley, USA)
Well-posedness of a phase field model in fluid-structure interaction
Parallel Session 9 :: Saturday, June 3, 08:00 – 09:30 LH136
8:00-8:30
Martin Kalousek
(Institute of Mathematics, Czech Academy of Sciences, Czech Rep)
Existence of weak solutions to a diffuse interface model involving magnetic fluids
8:30-9:00
Flore Nabet
(Ecole polytechnique, France)
On a Two-Phase Two-Fluxes Degenerate Cahn-Hilliard Model
9:00-9:30
Ciprian Gal
(Florida International University, USA)
Doubly nonlocal Cahn-Hilliard equations