Optimal profiles in variable speed flows
Gianluca Argentini
TL;DR
This paper investigates the optimal shape of profiles in two-dimensional variable speed flows, utilizing convex Bezier curves and combining symbolic and numerical methods to find solutions.
Contribution
It introduces a novel approach to optimize profiles in variable speed flows within a convex Bezier curve framework using combined symbolic and numerical techniques.
Findings
Optimal profiles are characterized within the convex Bezier curve class.
Symbolic and numerical methods effectively identify optimal shapes.
The approach improves design efficiency in variable speed flow applications.
Abstract
Where a 2D problem of optimal profile in variable speed flow is resolved in a class of convex Bezier curves, using symbolic and numerical computations.
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Taxonomy
TopicsVehicle Dynamics and Control Systems · Tribology and Lubrication Engineering · Robotic Path Planning Algorithms