taylor number
1Taylor number — In fluid dynamics, the Taylor number is a dimensionless quantity that characterizes the importance of centrifugal forces or so called inertial forces due to rotation of a fluid about a vertical axis, relative to viscous forces. The typical… …
2Taylor vortex — Taylor vortices (after G. I. Taylor) are vortices formed in rotating Taylor Couette flow when the Taylor number (mathrm{Ta}) of the flow exceeds a critical value mathrm{Ta c}. For flow in which :mathrm{Ta}mathrm{Ta c} …
3Taylor Swift (album) — Taylor Swift Studio album by …
4Taylor Hanson — Background information Birth name Jordan Taylor Hanson Born March 14, 1983 (1983 03 14 …
5Taylor Swift (album) — Taylor Swift Album par Taylor Swift Sortie 24 octobre 2006 (édition normale) 6 novembre 2007 (édition deluxe) Enregistrement 2006 Durée 40:48 (é …
6Taylor KO Factor — is a commonly used mathematical approach for evaluating the stopping power of hunting cartridges. The term KO is an acronym for Knock Out. The Taylor KO Factor (TKOF) is a figure of merit that allows hunters to compare bullets with respect to… …
7Taylor Woodrow Construction — Limited (TWC) is the general construction subsidiary of Taylor Wimpey plc. It is the only UK division of the Group still trading under the Taylor Woodrow brand name.HistoryTaylor Woodrow Construction was formed in 1937. [ [http://www.taylorwimpey …
8Taylor dispersion — is an effect in fluid mechanics in which a shear flow can increase the effective diffusivity of a species. Essentially, the shear acts to smear out the concentration distribution in the direction of the flow, enhancing the rate at which it… …
9Taylor Park — is an area of land located in the area of Norden in the Metropolitan Borough of Rochdale, Greater Manchester, England. It was originally made into a park because it is situated on a mine shaft for the mine that used to be in operation in the… …
10Taylor Booth — Taylor L. Booth (d. October 20, 1986) was a mathematician specialized in automata theory.One of his fundamental works is Sequential Machines and Automata Theory (1967). It is a wide ranging book meant for specialists, written for both theoretical …
