33 Elev A Water Elev C Turbine Elev B Water flows from Reservoir A (Elev 128 ft.) to a turbine (Elev 73 ft.) then discharges into tailtrace B (Elev 24 ft.) as shown. The head loss from (A) to (1) is 3 times the velocity head in the pipe, and the head loss from (2) to (b) is 0.64 times the velocity head in the pipe. If the flow rate in the pipe is 35 f13/s, diameter of all pipes is 24 in, calculate the horsepower generated by the turbine. Use 1 hp = 550 lb-ft/s. Round off to the nearest whole number. Question 33 of 48> A Moving to another question will save this response.
33 Elev A Water Elev C Turbine Elev B Water flows from Reservoir A (Elev 128 ft.) to a turbine (Elev 73 ft.) then discharges into tailtrace B (Elev 24 ft.) as shown. The head loss from (A) to (1) is 3 times the velocity head in the pipe, and the head loss from (2) to (b) is 0.64 times the velocity head in the pipe. If the flow rate in the pipe is 35 f13/s, diameter of all pipes is 24 in, calculate the horsepower generated by the turbine. Use 1 hp = 550 lb-ft/s. Round off to the nearest whole number. Question 33 of 48> A Moving to another question will save this response.
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
Related questions
Question
![33
Elev A
Water
Elev C
Turbine
Water flows from Reservoir A (Elev 128 ft.) to a turbine (Elev 73 ft.) then discharges into tailtrace B (Elev 24 ft.) as shown. The head loss from (A) to (1) is 3 times the velocity head in the pipe,
and the head loss from (2) to (b) is 0.64 times the velocity head in the pipe. If the flow rate in the pipe is 35 f13/s, diameter of all pipes is 24 in, calculate the horsepower generated by the
turbine. Use 1 hp = 550 lb-ft/s. Round off to the nearest whole number.
Elev B
%3D
Question 33 of 48>>
A Moving to another question will save this response.
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Transcribed Image Text:33
Elev A
Water
Elev C
Turbine
Water flows from Reservoir A (Elev 128 ft.) to a turbine (Elev 73 ft.) then discharges into tailtrace B (Elev 24 ft.) as shown. The head loss from (A) to (1) is 3 times the velocity head in the pipe,
and the head loss from (2) to (b) is 0.64 times the velocity head in the pipe. If the flow rate in the pipe is 35 f13/s, diameter of all pipes is 24 in, calculate the horsepower generated by the
turbine. Use 1 hp = 550 lb-ft/s. Round off to the nearest whole number.
Elev B
%3D
Question 33 of 48>>
A Moving to another question will save this response.
F11
F12
DELETE
FS
F6
F7
FB
F9
F10
F2
F3
F4
INSERT
23
&
%24
4
%
NUN
%3D
7
}
{
[
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