19 citations · 28 across the 5 of their papers we have counts for
4 papers · 1 filter
A canonical Hamiltonian formulation of the Navier-Stokes problem
John W. Sanders, Adam C. DeVoria, Nathan J. Washuta +3
This paper presents a novel Hamiltonian formulation of the isotropic Navier-Stokes problem based on a minimum-action principle derived from the principle of least squares. This for…
A theoretical model for the separated flow around an accelerating flat plate using time-dependent self similarity
A. C. DeVoria, K. Mohseni
We present a model appropriate to the initial motion (2-3 chords of travel) of a flat-plate airfoil accelerating in an inviscid fluid. The separated flow structures are represented…
The force on a body moving in an inviscid fluid
A. C. DeVoria, K. Mohseni
This paper presents some novel contributions to the theory of inviscid flow regarding the forces exerted on a body moving through such a fluid in two dimensions. It is argued that…
The vortex-entrainment sheet in an inviscid fluid: theory and separation at a sharp edge
A. C. DeVoria, K. Mohseni
In this paper a model for viscous boundary and shear layers in three-dimensions is introduced and termed a vortex-entrainment sheet. The vorticity in the layer is accounted for by…