

Question 1 Water flows through the round tube with 50mm diameter shown in the figure. You...
6. (Bonus question) In the experimental setup shown in Figure 6, water flows through soils 1 and 2 upward under constant head. Assume c-c as the datum. (1) Find the total and pressure heads at c-c; (2) If the head loss after flowing through Soil 2 is 30% of the total head difference, determine the total and pressure heads at b-b; (3) Given the coefficient of permeability of Soil 2 as 0.05 cm/sec, determine the rate of discharge; (4) Calculate...
Water flows through a horizontal tube of diameter 2.0 cm that is joined to a second horizontal tube of diameter 1.0 cm. The pressure difference between the tubes is 15 kPa. The density of water is 1000 kg/m. Treat the water as an ideal fluid. Find the speed of flow in the first tube. 1.41 m/s 1.73 m/s 2.00 m/s 1.00 m/s
Tutorial 3, 09] Water flows through a head exchanger tube at a rate of 10*m2/s. The diameter of the tube is 10cm. Water enters at 20°C and the rate of heat exchange is such that the temperature of the water reaches 60°C. At what temperature within this pipe length is there a transition in the flow regime. Draw the expected flow profile across the length of the tube. 1. Water in 104m2/s, 20°C Water out 10 m/s, 60°C
Water flows in a pipe as shown in Figure Q3. At section 1, height to the centre line of pipe in relation to some datum is Zi (=3m). At section 2, the respective height is Z2 = 5m) as shown. The pipe diameters in section 1 and 2 are 500mm and 440mm respectively. Water velocity at section 1 is 5.6 m/s and the pressure is 45 kPa. Assuming ideal flow conditions and taking water density as 1000 kg/m. 1. Calculate...
Question 3 (a) Water flows through a horizontal pipeline of constant 400 mm diameter in a water treatment plant. The pipe bends through a 70° angle. In order to design a thrust block for the bend, calculate the magnitude and line of action of the force exerted by the water on the pipe. The discharge through the pipe is 0.4 m/s. The water pressure at the inlet is equivalent to 22 m head of water. [10 marks] (b) Oil of...
Air at 20 C flows through the tube shown in (Figure 1). Assume
that air is an ideal fluid. The density of air is 1.20
kg/m3, the density of mercury is 13600 kg/m3.
Suppose that d1 = 2 mm and
d2 = 1.4 cm.
(A) What is the air speed of v1 at point 1? = 149
m/s
(B) What is the air speed v2 at point 2? =
????
(C) What is the volume flow rate? = 4.7*10-4
m3/s...
(40 points) Engine oil flows at a rate of 1 kg/s through a 5-mm diameter smooth straight tube. The oil has an inlet temperature of 47°C and it is desired to heat the oil to a mean temperature of 87°C at the exit of the tube. The surface of the tube is maintained at 150°C. Assuming the flow is fully developed both hydrodynamically and thermally, determine the required length of the tube. Note: by calculating Reynolds number at the entrance...
Water flows in the converging section of the figure. The
diameter of section 1 is 5.3 cm, while that in
section is 20.0 mm. The water's velocity in
section 1 is 2.0 m/s. Determine the average velocity in section 2
in m/s.
wall Flow direction 0 2
Water flows in a 20 cm diameter pipe at 5 m/s as shown in Fig.
A.4. It exits by impacting upon a 90- cone and leaves with a
uniform flow of thickness 1 cm around the cone edge.
(a) Calculate the force acting on the cone. (15 marks)
(b) If the flow exits non-uniformly, explain how the movement of
the cone will be affected. (5 marks)
A.4 Water flows in a 20 cm diameter pipe at 5 m/s as shown...
1) Air under standard conditions flows through a 5 mm diameter drawn tubing with an average velocity of V 40 m/s. Determine the pressure drop (Ap) and head loss (h) if the length of tube is 10 cm. Assume minor losses are zero. Air density 1.23 kg/m3 Air viscosity 0.0000179 N.s/m2