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Fully developed flow of a Bingham plastic fluid moving through a 12-in diameter pipe has the given velocity profile. The flow of a Bingham fluid does not shear the center core, producing plug flow in the region around the centerline.
Radius, r, in
0
1
2
3
4
5
6
Velocity, v, ft/s
5.00
4.62
4.01
3.42
1.69
0.00
Find the total volume flow rate Q using the relationship Q = r1∫r2 2prv dr + vc Ac, where r is the radial axis of the pipe, v is the velocity, vc is the velocity at the core, and Ac is the cross sectional area of the plug. Solve the problem using two different approaches.
(a) Fit a polynomial curve to the noncore data and integrate.
(b) Use multiple-application Simpson's rule to integrate.
(c) Find the percent error using the integral of the polynomial fit as the more correct value.
Why use f(x) notations
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