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Towards a Navier Stokes Exact Solution
SSRN Electronic Journal, 2012The equations of Hydrodynamics are of great interest in science and engineering...from weather patterns and prediction to nanofluidics to grains and information 'flows' to the addition of magnetic etc. fields for cosmology. Current modeling relies on computing for numerical results. Seeking alternative solution methods to current methods is of interest,
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Solutions of the Navier–Stokes Equations
2014Abstract This chapter describes solutions of the Navier–Stokes equations, starting with simple physical situations where these equations allow exact solutions, i.e. solutions in analytic form. These include Couette flow between two parallel plates, Hagen–Poiseuille flow through a pipe, flow above an impulsively started plate (where the ...
Ruban, Anatoly I., Gajjar, Jitesh S. B.
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The way to Navier stokes solution
To further refine the symbolic fluid motion theory, we introduce expressions involving the interaction between motion type (M) and symbolic smoothness position (Sp). Specifically, the symbolic equation M + Sp represents a scenario where the fluid motion (M), if stable (fu), is enhanced by smooth positional contributions (Sp), reinforcing uniformity andopenaire +1 more source
Computing statistical Navier–Stokes solutions
Simonis, Stephan, Siddhartha Mishraopenaire +1 more source