Water flows in a 15 in. pipe that is connected in series with a 4 in. pipe. If the water velocity in the 15 in. pipe is 8 ft/min, what is the water velocity in the 4 in. pipe?

Water flows in a 15 in. pipe that is connected in series with a 4 in....
8. (15 points) Water flows through a 2-in diameter pipe with a velocity of 15 ft/s as shown in the figure below. The relative roughness of the pipe is 0.0004 ft, and the loss coefficient for the exit is 1.0. Values for the liquid height in the tank (2) and the pipe length between the standpipe and tank (L) are 8 ft and 8 ft, respectively. Determine the height, h (ft), to which the water rises in the standpipe. P...
8. (15 points) Water flows through a 3-in diameter pipe with a velocity of 25 ft/s as shown in the figure below. The relative roughness of the pipe is 0.0004 ft, and the loss coefficient for the exit is 1.0. Values for the liquid height in the tank (z) and the pipe length between the standpipe and tank (L) are 6 ft and 10 ft, respectively. Determine the height, h (ft), to which the water rises in the standpipe. P...
Water flows in a pipe that has a 4 ft diameter and the following hypothetical velocity distribution: The velocity is maximum at the centerline and decreases linearly with r to a minimum at the pipe wall. If Vmax = 15 ft/s and Vmin = 12 ft/s, what is the discharge in cubic feet per second and in gallons per minute? The volume flow rate is given by the integral of the velocity over the area Q = -fvaa Using the...
Please answer question 3 and
4
Question 3: Water flows from a reservoir through a 16-inch
diameter pipe and then discharges at a 2-inch nozzle. If the
velocity in the pipe is 5 ft/sec, what is the velocity in the
nozzle, in ft/sec?
Question 4: A water deliver company is trying to decide which
size pipe to use. They need to deliver 500 GPM and keep their
velocity below the 15 ft/sec threshold. What minimum size pipe
should they use?...
Problem 4. Water flows through a large tank having a diameter of 8 ft. The velocity of the water relative to the tank is given as Vi 16-r f/s. Water then leaves through two pipes. A 3ft pipe whose velocity of the water relative to the radius of the pipe can be expressed as V2-2.25- ts and a third pipe. Draw the control volume for this system What must be the average velocity of the third pipe if the diameter...
Water flows in a pipe that has a 4 ft diameter and the following hypothetical velocity distribution: The velocity is maximum at the centerline and decreases linearly with r to a minimum at the pipe wall. If Vmax = 17 ft/s and Vmin = 10 ft/s, what is the discharge in cubic feet per second and in gallons per minute? The volume flow rate is given by the integral of the velocity over the area Using the correct expression for...
V2 4.(17 points) In figure, water flows through a horizontal pipe and then out into the atmosphere at a speed vi=15 m/s. The diameters of the left and right section of the pipe are dz=0.05 m and d;=0.03 m. (a) What volume of water flows into the atmosphere during a 10 min period? In the left section of the pipe, what are (b) the speed v2 and (c) what is the pressure difference in the left and right parts of...
A Review Water in the reservoir flows through the 8-in.-diameter pipe at A into the turbine as shown in (Figure 1). Part A If the discharge at B is 600 ft/min, determine the power output of the turbine. Assume the turbine runs with an efficiency of 50%. Neglect frictional losses in the pipe. Express your answer using three significant figures. O AL "vec oi? Wout = hp Figure < 1 of 1 Submit Request Answer Provide Feedback Next > 36...
Water with density of p=1.94 slug/ft3 and dynamic viscosity of 2.34X10-5 slug/ft.s flows from the basement to the second floor through the 0.75 in (0.0625 ft)-diameter copper pipe (a drawn tubing wit e=0.000005 ft) at a rate of Q=12.0 gal/min=0.0267 ft3/s and exits through a faucet of diameter 0.50 in. as shown in the figure K1 = 2 based on pipe velocity -10 ft- 10 ft (7)|(8) (2) (6) 0.75-in.-diameter copper pipe 5 ft 10 ft Wide open globe valve...
Water flows through a horizontal pipe at a rate of 38 gpm (1 ft3 = 7.48 gal). What is the velocity in the larger opening of the pipe that reduces from 5.6 to 2.3 inches in diameter? in ft/s