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Part 1 s the loss between sections (1) and (21. and Water flows steadily down the...
Example #6: Water flows steadily down the inclined pipe as indicated in Fig P5.131. Determine the...
Example #6: Water flows steadily down the inclined pipe as indicated in Fig P5.131. Determine the following: (a) the difference in pressure P.-P2. (b) the loss between sections (1) and (2), (c) the net axial force exerted by the pipe wall on the flowing water between sections (1) and (2). Flow Section (1) 5 t 6 in. 30 Section (2) 6 in. Mercury By Asest
Attached figure shows part of a network in which water flows steadily up an inclined pipe. Determine: a) The difference...
Attached figure shows part of a network in which water flows steadily up an inclined pipe. Determine: a) The difference in pressure (P- P2) if L=10 ft, h=12 in, 0=45° and d-6 in b) The head loss between stations 1 and 2 c) The net axial force exerted by the pipe wall on the flowing water between stations 1 and 2 2.L T Water Water Hg
Attached figure shows part of a network in which water flows steadily up an...
Problem 1 Water flows down the sloped pipe as shown. There is a partial obstruction in...
Problem 1 Water flows down the sloped pipe as shown. There is a partial obstruction in the pipe between sections (1) and (2) so the manometer must be used to determine the difference in pressure these two sections. (a) If the pressure at section 1 is 200 kPa, determine the pressure at section 2. (b) Use your answer from (a) to determine the headloss between sections 1 and 2 (c) What would the manometer reading be if there was no...
A water tank is divided into two separate sections with a window between them. Section 1...
A water tank is divided into two separate sections with a window
between them. Section 1 is filled with water that is
H2feet high and section 2 is filled
H3 feet high. The window is
W1 feet wide,
H1 feet high and C feet
thick. The window is H4 feet above the
bottom of the tank. Calculate the magnitude of the force on the
window due to section 1. (Note: Neglect the thickness of the
window) The magnitude of the force...
Question 3 [20 marks] Water (density p1000 kg/m2; dynamic viscosity 0.001 Pa-s) flows steadily through a horizontal, st...
Question 3 [20 marks] Water (density p1000 kg/m2; dynamic viscosity 0.001 Pa-s) flows steadily through a horizontal, straight pipe with circular cross section of diameter D=0.2 m. The volumetric flow rate is 0.01 m°/s. Argue that this is turbulent flow. [4 marksl а. Pressure drop in the pipe is due to friction. The pressure drop per unit length can be written as Др 4f L with U the average velocity in the pipe and fthe friction factor. Given the pipe...
Water flows steadily downwards through a circular pipe of internal diameter 0.15 m inclined at 30°...
Water flows steadily downwards through a circular pipe of internal diameter 0.15 m inclined at 30° to the horizontal. A U-tube manometer is used to determine the pressure difference between two points displaced axially along the pipe by a distance 1.25 m. The reading on the manometer is 0.25 m of mercury. 1.25 m 0.15 m 30 0.25 m mercury Figure 2: Manometer and pipe Neglecting the thickness of the wall, determine between points 1 and 2: a. The difference...
Starting from the expression for the flow rate in a pipe, Q. for incompressible fluid: Q=T...
Starting from the expression for the flow rate in a pipe, Q. for incompressible fluid: Q=T R* Ap /(8 uL) (1) where R is the pipe radius, Ap is the pressure difference between the inlet and the outlet sections. u is the fluid density, and L is the pipe length. please prove that: 4t/(0.5 p v)= 64 /Re (2) where tw is the wall shear stress, and p is the liquid density and v is the average velocity in the...
Fluid Mechanics C5 Quiz, Water flows steadily down the inclined pipe as indicated in Figure below....
Fluid Mechanics
C5 Quiz, Water flows steadily down the inclined pipe as indicated in Figure below. Determine the following (a) [5] the difference in pressure prp (b) [5] the loss in [ft] between section (1) and (2) 1 psi- 144 Ilb/f 5 It Section (1) 30° Section 12) Mercury
I. Water flows steadily at 90 gal/min through a 2" diameter pipe as shown in the figure below. Th...
I. Water flows steadily at 90 gal/min through a 2" diameter pipe as shown in the figure below. The pipe extends 13 inches from the wall (x-direction), the turns 90° to the right (out of the page in the -y direction) for 24 inches, and then turns 90° down (-z direction) for 9.5 inches. Horizontal section of pipe is 24 in 13 in 9.5 in Pipe supported by wall Q = 90 gal/min A. Compute all three reaction forces (R,...
Example #6: Water flows steadily down the inclined pipe as indicated in Fig P5.131. Determine the following: (a) the difference in pressure P.-P2. (b) the loss between sections (1) and (2), (c) the net axial force exerted by the pipe wall on the flowing water between sections (1) and (2). Flow Section (1) 5 t 6 in. 30 Section (2) 6 in. Mercury By Asest
Attached figure shows part of a network in which water flows steadily up an inclined pipe. Determine: a) The difference in pressure (P- P2) if L=10 ft, h=12 in, 0=45° and d-6 in b) The head loss between stations 1 and 2 c) The net axial force exerted by the pipe wall on the flowing water between stations 1 and 2 2.L T Water Water Hg
Attached figure shows part of a network in which water flows steadily up an...
Problem 1 Water flows down the sloped pipe as shown. There is a partial obstruction in the pipe between sections (1) and (2) so the manometer must be used to determine the difference in pressure these two sections. (a) If the pressure at section 1 is 200 kPa, determine the pressure at section 2. (b) Use your answer from (a) to determine the headloss between sections 1 and 2 (c) What would the manometer reading be if there was no...
A water tank is divided into two separate sections with a window
between them. Section 1 is filled with water that is
H2feet high and section 2 is filled
H3 feet high. The window is
W1 feet wide,
H1 feet high and C feet
thick. The window is H4 feet above the
bottom of the tank. Calculate the magnitude of the force on the
window due to section 1. (Note: Neglect the thickness of the
window) The magnitude of the force...
Question 3 [20 marks] Water (density p1000 kg/m2; dynamic viscosity 0.001 Pa-s) flows steadily through a horizontal, straight pipe with circular cross section of diameter D=0.2 m. The volumetric flow rate is 0.01 m°/s. Argue that this is turbulent flow. [4 marksl а. Pressure drop in the pipe is due to friction. The pressure drop per unit length can be written as Др 4f L with U the average velocity in the pipe and fthe friction factor. Given the pipe...
Water flows steadily downwards through a circular pipe of internal diameter 0.15 m inclined at 30° to the horizontal. A U-tube manometer is used to determine the pressure difference between two points displaced axially along the pipe by a distance 1.25 m. The reading on the manometer is 0.25 m of mercury. 1.25 m 0.15 m 30 0.25 m mercury Figure 2: Manometer and pipe Neglecting the thickness of the wall, determine between points 1 and 2: a. The difference...
Starting from the expression for the flow rate in a pipe, Q. for incompressible fluid: Q=T R* Ap /(8 uL) (1) where R is the pipe radius, Ap is the pressure difference between the inlet and the outlet sections. u is the fluid density, and L is the pipe length. please prove that: 4t/(0.5 p v)= 64 /Re (2) where tw is the wall shear stress, and p is the liquid density and v is the average velocity in the...
Fluid Mechanics
C5 Quiz, Water flows steadily down the inclined pipe as indicated in Figure below. Determine the following (a) [5] the difference in pressure prp (b) [5] the loss in [ft] between section (1) and (2) 1 psi- 144 Ilb/f 5 It Section (1) 30° Section 12) Mercury
I. Water flows steadily at 90 gal/min through a 2" diameter pipe as shown in the figure below. The pipe extends 13 inches from the wall (x-direction), the turns 90° to the right (out of the page in the -y direction) for 24 inches, and then turns 90° down (-z direction) for 9.5 inches. Horizontal section of pipe is 24 in 13 in 9.5 in Pipe supported by wall Q = 90 gal/min A. Compute all three reaction forces (R,...
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