© 31% D 7:45 Hint: 1. Use the moody chart to calculate the friction coefficients and subsequently the head losses for both pipe cases. 2. Compare the power requirements for each scenario and use that...


Fluid Mechanics


© 31% D 7:45<br>Hint:<br>1. Use the moody chart to calculate the friction coefficients and subsequently the<br>head losses for both pipe cases.<br>2. Compare the power requirements for each scenario and use that to calculate the<br>savings in energy.<br>[20]<br>QUESTION 5<br>A circular tank of diameter 80 cm contains water up to a height of 12 000 mm. The tank<br>is provided with an orifice of diameter 0.1 m at the bottom. Find the time taken by water.<br>(i)<br>to fall from 12 000 mm to 2 000 m<br>(ii)<br>for completely emptying the tank. Take Ca = 0.57<br>[10]<br>QUESTION 6<br>In a free cylindrical vortex flow, at a point in the fluid at a radius of 0.20 m and at a height<br>of 0.1 m, the velocity and pressures are 10 m/s and 1.1618 atm absolute. Find the<br>pressure at a radius of 400 mm and at a height of 200 mm. The fluid is air with density<br>equal to 1.24 kg/m3<br>[10]<br>5<br>Formulae Sheet<br>Flow in pipes and Bernoulli Equation<br>+ z, =<br>+*+ 22 + h, + Ehị<br>pg<br>pg<br>29<br>Q = VA<br>m = pVA<br>5 of 10<br>Small Diamter + 2 (thickness) = Bigger Diameter<br>P2 - P = pgh<br>(P2 – P1)ar*<br>Lamina Ela Data<br>||<br>

Extracted text: © 31% D 7:45 Hint: 1. Use the moody chart to calculate the friction coefficients and subsequently the head losses for both pipe cases. 2. Compare the power requirements for each scenario and use that to calculate the savings in energy. [20] QUESTION 5 A circular tank of diameter 80 cm contains water up to a height of 12 000 mm. The tank is provided with an orifice of diameter 0.1 m at the bottom. Find the time taken by water. (i) to fall from 12 000 mm to 2 000 m (ii) for completely emptying the tank. Take Ca = 0.57 [10] QUESTION 6 In a free cylindrical vortex flow, at a point in the fluid at a radius of 0.20 m and at a height of 0.1 m, the velocity and pressures are 10 m/s and 1.1618 atm absolute. Find the pressure at a radius of 400 mm and at a height of 200 mm. The fluid is air with density equal to 1.24 kg/m3 [10] 5 Formulae Sheet Flow in pipes and Bernoulli Equation + z, = +*+ 22 + h, + Ehị pg pg 29 Q = VA m = pVA 5 of 10 Small Diamter + 2 (thickness) = Bigger Diameter P2 - P = pgh (P2 – P1)ar* Lamina Ela Data ||

Jun 11, 2022
SOLUTION.PDF

Get Answer To This Question

Related Questions & Answers

More Questions »

Submit New Assignment

Copy and Paste Your Assignment Here