A boundary integral method on Cartesian grids is introduced for moving interface problems, using θ-L variables for stable evolution and fast solvers for efficiency, demonstrated on complex fingering and solidification cases.
DIRECT NUMERICAL SIMULATION OF FREE-SURFACE AND INTERFACIAL FLOW
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Data-driven equation discovery applied to liquid film flows identifies identifiability issues from multi-collinearity in monomial bases and early-time transients with large residuals.
A review chapter summarizing donor architectures, bubble inception mechanisms, jet formation, and modeling approaches in LIFT printing.
citing papers explorer
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A Cartesian grid-based boundary integral method for moving interface problems
A boundary integral method on Cartesian grids is introduced for moving interface problems, using θ-L variables for stable evolution and fast solvers for efficiency, demonstrated on complex fingering and solidification cases.
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Data-Driven Equation Discovery for Nonlinear Liquid Film Flows
Data-driven equation discovery applied to liquid film flows identifies identifiability issues from multi-collinearity in monomial bases and early-time transients with large residuals.
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Laser-Liquid Interaction in Laser-Induced Forward Transfer (LIFT) Printing: A Multiscale Perspective on Bubble Dynamics and Material Ejection
A review chapter summarizing donor architectures, bubble inception mechanisms, jet formation, and modeling approaches in LIFT printing.