stokes_2013_tulane

stokes_2013_tulane, "Finite Element Methods for the (Navier) Stokes Equations", a talk on finite element methods for the Stokes and Navier Stokes equations of fluid flow, at Tulane University, 12 November 2013.

A plain text abstract of the talk is available as stokes_2013_tulane.txt.

• stokes_2013_tulane.tex
• stokes_2013_tulane.pdf

The following files were used:

• dealii_convection.png, a convection problem solved by DEAL.II.
• fenics_stokes.png, a Stokes problem solved by FeNICs.
• freefem_pressure.png, the pressure field for a fluid flow, solved by FreeFem++.
• fsu_logo.pdf, a logo for FSU.
• grid_linear.png, a grid of linear triangles.
• grid_obstacle.png, a grid of linear triangles, created by MESH2D, for the obstacle problem.
• grid_quadratic.png, a grid of quadratic triangles.
• ifiss_buoyancy.png, a fluid buoyancy problem solved by IFISS.
• ifiss_obstacle_grid.png, a grid of constant/linear quadrilaterals, created by IFISS for the obstacle problem.
• ifiss_obstacle_navierstokes.png, velocity streamlines and pressure contours for the Navier Stokes solution, created by IFISS for the obstacle problem.
• ifiss_obstacle_stokes.png, velocity streamlines and pressure contours for the Stokes solution, created by IFISS for the obstacle problem.
• quadratic_basis1.png, a quadratic basis function on a midside node.
• quadratic_basis2.png, a quadratic basis function on a vertex.
• triangle_reference2.png, a 21 node reference triangle.
• triangle_reference3.png, a 21 node reference triangle, illustrating a method for defining the basis functions.