1 citations · 1 across the 8 of their papers we have counts for
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Stability of Kirigami parachutes in effectively infinite numerical domains
Gabriel D. Weymouth, Marin Lauber
Kirigami, the art of cutting flat sheets into deployable 3D structures, has recently inspired a new class of parachutes which can deploy into a naturally stable inverted canopy. Ho…
Sharp-interface Simulations of Energetic Multiphase Flows with Large Density and Viscosity Ratios
Tzu-Yao Huang, Nicolas Valle, Artur K. Lidtke +2
Flows with high density ratios, such as wave breaking and air entrainment in maritime applications, remain challenging to simulate due to their energetic and strongly nonlinear nat…
Linear Kelvin Wave Predictions in the Limit
Gabriel D Weymouth
Linear wave theory captures the essential physics of free-surface flows at a fraction of the computational cost of nonlinear and viscous methods, making it attractive for design, r…
Boundary layer flow dynamics of propulsive flapping foils with increasing Reynolds numbers
Andhini N. Zurman-Nasution, Gabriel D. Weymouth, Bharathram Ganapathisubramani
We study flapping foils at optimally propulsive Strouhal number with increasing chord-based Reynolds number at , , and to examine changes in their…
Predicting airfoil pressure distribution using boundary graph neural networks
Sankalp Jena, Gabriel D. Weymouth, Artur K. Lidtke +1
Surrogate models are essential for fast and accurate surface pressure and friction predictions during design optimization of complex lifting surfaces. This study focuses on predict…
Resolvent analysis of a swimming foil
Jonathan M. O. Massey, Sean Symon, Bharathram Ganapathisubramani +1
This study employs resolvent analysis to explore the dynamics and coherent structures in the boundary layer of a foil that swims via a travelling wave undulation. A modified NACA f…