For a two-dimensional viscous dominated flow between two parallel plates, distance 0.9 m apart, where the bottom plate moves at a constant velocity 15.4 m/s and the top plate is fixed. The governing equations can be reduced to0=−dpdx+μ∂2u∂y2,∂p∂y=00=−dpdx+μ∂2u∂y2,∂p∂y=0.The discharge per unit width is 18.7 m2/s and μμ = 0.800 kg/ms. Find the absolute value of the pressure gradient, in kPa, to 2 d.pRefer picture for equation For a two-dimensional viscous dominated flow between two parallel plates, distance 0.9 m apart, where thebottom plate moves at a constant velocity 15.4 m/s and the top plate is fixed. The governing equations can bereduced todp0.dxdyThe discharge per unit width is 18.7 m2/s and µ = 0.800 kg/ms. Find the absolute value of the pressure gradient,in kPa, to 2 d.p..Answer:

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Answered: For a two-dimensional viscous dominated…

Structural Analysis

6th Edition

ISBN:9781337630931

Author:KASSIMALI, Aslam.

Publisher:KASSIMALI, Aslam.

Chapter2: Loads On Structures

Section: Chapter Questions

Problem 1P

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For a two-dimensional viscous dominated flow between two parallel plates, distance 0.9 m apart, where the bottom plate moves at a constant velocity 15.4 m/s and the top plate is fixed. The governing equations can be reduced to

0=−dpdx+μ∂2u∂y2,∂p∂y=00=−dpdx+μ∂2u∂y2,∂p∂y=0.

The discharge per unit width is 18.7 m²/s and μμ = 0.800 kg/ms. Find the absolute value of the pressure gradient, in kPa, to 2 d.p

Refer picture for equation

For a two-dimensional viscous dominated flow between two parallel plates, distance 0.9 m apart, where the
bottom plate moves at a constant velocity 15.4 m/s and the top plate is fixed. The governing equations can be
reduced to
dp
0.
dx
dy
The discharge per unit width is 18.7 m2/s and µ = 0.800 kg/ms. Find the absolute value of the pressure gradient,
in kPa, to 2 d.p..
Answer:

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