'Couette flow' diaporamas de présentation

The Rectangular Channel

The Rectangular Channel. Steven A. Jones BIEN 501 Friday, April 4th, 2008. The Rectangular Channel. Major Learning Objectives: Deduce boundary conditions for a 2-dimensional laminar internal flow problem. Reduce continuity and momentum for the problem.

440 views • 43 slides

Shear Localization/Banding

508 views • 35 slides

STRAIN RATE, ROTATION RATE AND ISOTROPY

STRAIN RATE, ROTATION RATE AND ISOTROPY. In the previous lecture the strain rate tensor ? ij and the rotation rate tensor r ij were defined as. The shear stress tensor ? ij was represented as.

1.16k views • 23 slides

Plans and Parameters

Plans and Parameters. Dimensionless parameters. Research Plan: short term.

323 views • 23 slides

Two options: 1) no pressure gradient; 2) pressure gradient

Two options: 1) no pressure gradient; 2) pressure gradient. 1) no pressure gradient . 2) pressure gradient . ?. z. H. COUETTE FLOW. Constant Shear. Same for horizontally sheared flow. Also applies to the horizontal plane:. Other form for Poiseuille Flow.

366 views • 17 slides

Fluid Flow: Establishing Boundary Conditions

416 views • 15 slides

An experimental study of bypass transition in plane Couette flow

273 views • 13 slides

Fluid Flow: Steady Flow

808 views • 10 slides

obabko@uchicago

239 views • 8 slides

Brian J. Kirby, PhD

Powerpoint Slides to Accompany Micro- and Nanoscale Fluid Mechanics: Transport in Microfluidic Devices . Chapter 2. Brian J. Kirby, PhD Sibley School of Mechanical and Aerospace Engineering, Cornell University, Ithaca, NY. Ch 2: Unidirection al Flow.

333 views • 7 slides