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Unformatted text preview: CHEE 3363---Fluid Mechanics Assignment 8 Pro 5.42 The ? component of velocity in a two-dimensional, incompressible flow field is given by ? = ?? , where ? is in ? , ? and ? are in meters, and is a dimensional constant. There is no velocity component or variation in the ? direction. Determine the dimensions of the constant, . Find the simplest ? component of velocity in this flow field. Calculate the acceleration of a fluid particle at point ? , ? = (1,2) . Pro 8.16 In section 8-2 we derived the velocity profile between parallel plates (Eq. 8.5) by using a differential control volume. Instead, following the procedure we used in Example 5.9, derive Eq. 8.5 by starting with the Navier-Stokes equations (Eqs. 5.27). Be sure to state all assumptions. Pro 8.17 (neglect inertia/acceleration terms) Viscous liquid, at volume flow rate ? , is pumped through the central opening into the narrow gap between the parallel disks shown. The flow rate is low, so the flow is laminar, and the pressure gradient due to convective acceleration in the gap is negligible compared with the...
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This note was uploaded on 10/09/2011 for the course ENGINEERIN 3133 taught by Professor Sarkozi during the Spring '11 term at Texas A&M.
- Spring '11
- Fluid Mechanics