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- Q7690283 subject Q7138878.
- Q7690283 subject Q8407473.
- Q7690283 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.".
- Q7690283 thumbnail Taylor-Green_vortex_vector_plot.png?width=300.
- Q7690283 wikiPageWikiLink Q1143513.
- Q7690283 wikiPageWikiLink Q128709.
- Q7690283 wikiPageWikiLink Q131187.
- Q7690283 wikiPageWikiLink Q1759756.
- Q7690283 wikiPageWikiLink Q201321.
- Q7690283 wikiPageWikiLink Q2029236.
- Q7690283 wikiPageWikiLink Q217219.
- Q7690283 wikiPageWikiLink Q2637823.
- Q7690283 wikiPageWikiLink Q62912.
- Q7690283 wikiPageWikiLink Q699541.
- Q7690283 wikiPageWikiLink Q7138878.
- Q7690283 wikiPageWikiLink Q732722.
- Q7690283 wikiPageWikiLink Q8407473.
- Q7690283 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.".
- Q7690283 label "Taylor–Green vortex".
- Q7690283 depiction Taylor-Green_vortex_vector_plot.png.