Matches in DBpedia 2014 for { <http://dbpedia.org/resource/Taylor–Green_vortex> ?p ?o. }
Showing items 1 to 13 of
13
with 100 items per page.
- Taylor–Green_vortex abstract "In fluid dynamics, the Taylor–Green vortex is an unsteady flow of a decaying vortex, which has an exact closed form solution of the incompressible Navier–Stokes equations in Cartesian coordinates. It is named after the British physicist and mathematician Geoffrey Ingram Taylor and his collaborator A. E. Green.".
- Taylor–Green_vortex thumbnail Taylor-Green_vortex_vector_plot.png?width=300.
- Taylor–Green_vortex wikiPageID "15515379".
- Taylor–Green_vortex wikiPageRevisionID "600223715".
- Taylor–Green_vortex subject Category:Computational_fluid_dynamics.
- Taylor–Green_vortex subject Category:Fluid_dynamics.
- Taylor–Green_vortex comment "In fluid dynamics, the Taylor–Green vortex is an unsteady flow of a decaying vortex, which has an exact closed form solution of the incompressible Navier–Stokes equations in Cartesian coordinates. It is named after the British physicist and mathematician Geoffrey Ingram Taylor and his collaborator A. E. Green.".
- Taylor–Green_vortex label "Taylor–Green vortex".
- Taylor–Green_vortex sameAs Taylor%E2%80%93Green_vortex.
- Taylor–Green_vortex sameAs Q7690283.
- Taylor–Green_vortex sameAs Q7690283.
- Taylor–Green_vortex wasDerivedFrom Taylor–Green_vortex?oldid=600223715.
- Taylor–Green_vortex depiction Taylor-Green_vortex_vector_plot.png.
