Sustainable Energy
2nd Edition
ISBN: 9781337551663
Author: DUNLAP, Richard A.
Publisher: Cengage,
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1) A pelton wheel is used to produce hydroelectric power. The average radius of the wheel is 1.83 m, and the jet velocity is 100 m/s from a nozzle of exit diameter equal to 10 cm. What is the volume flow rate through the turbine in m3/s?
a)
263.02
b)
0.801
c)
78.54
d)
0.785
2) A water pump increases the pressure of the water passing through it (see picture below). The flow is assumed to be incompressible. If the outlet diameter is less than inlet diameter, which of the following about outlet and inlet fluid velocity is correct?
a)
Vout < Vin
b)
Vout > Vin
c)
Vout = Vin
d)
cannot be determined
Water in a reservoir is flowing through a hydroelectric plant. The water level in the reservoir
is 53 ft. The water level on the spillway is 3 feet and its width is 10 feet. The headloss is 10 ft.
The flow leaving the reservoir is 500 cubic feet per second. What is the amount of head
available to drive the turbine?
48.62 ft
31.38 ft
35.69 ft
44.31 ft
5. Water is pumped 14.5 km from a reservoir at elevation 30 m to another reservoir at elevation 70 m. The steel pipeline connecting the reservoirs has a nominal diameter of 1400 mm (the actual inside diameter is 1372 mm) with C = 90. If the flow is 1.18 m3/s, the pumping efficiency is 82%, and electricity costs $0.14/kWh. Assuming that the density of water is 1000 kg/m3, what will be the monthly power bill? Sketch the hydraulic and energy grade lines.
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- In a hydroelectric power plant, water at 4°C is supplied to the turbine at a rate of 0.58 m³/s through a 195 m-long and 0.34 m-diameter cast iron pipe, as shown in the following figure.. The elevation difference between the free surface of the reservoir and the turbine discharge is 135 m, and the combined turbine-generator efficiency is 85 percent. Disregarding the minor losses due to the large length-to-diameter ratio of the pipe, determine the electric power output of this plant. The density and dynamic viscosity of water at 4°C are p = 1,000 kg/m³ and μ = 1.6×10-³ kg/m-s, and the roughness of the cast iron pipe is & 0.00026 m. = Water 135 m 195 m 0.34 m Turbinearrow_forward115 m turbine In the above example problem, a hydroelectric turbine at the base of a dam is shown schematically. The height of the water above the turbine station given as 115 m. This turbine produces 4.6 MW of electricity, and you may assume the losses in the system to be equivalent to 10 m of head of water. The diameter of the pipe at the turbine exit is 0.75 m, and the velocity of water exiting from the pipe is 12.5 m/s. Calculate the efficiency of the turbine.arrow_forwardIn the mountains, hydroelectric facilities transport water from a reservoir through enclosed tubes to a turbine. In these plants, the intake tube of 100 cm (Point 2), 50 meters in diameter, is under the water surface of the reservoir (Point 1). Before the turbine falls into a 50-cm diameter bucket 200 meters through the tube (Point 3). (a) What is the speed of the water in the image when the turbine approaches Point 3?(b) Calculate the flow rate of the water at Point 3(c) Calculate the pressure P at point 1 (water surface), point 2 (intake) and Point 3 (nozzle), respectivelyarrow_forward
- A hydroelectric power generating system is shown in the figure. Water flows from an upper reservoir to a lower one passing through a turbine at the rate of 286 liters per second. The total length of pipe connecting the two reservoirs is 186 m. The pipe diameter is 346 mm and the Hazen-Williams coefficient is 129. The water surface elevations of reservoirs 1 and 2 are 194 m and 69 m, respectively. Determine the power in kW required by the turbine if it is 63% efficient? Neglect minor losses. Round your answer to 3 decimal places. Turbine 0°o° 00⁰⁰arrow_forwardA 10-m-wide rectangular canal carrying a discharge of 18 m³/s, where the flow is moving at a velocity of 6 m/s on a horizontal apron; hence, the power dissipated by the jump, is approximately: O237 kW O 124 kW O 122 kW O 53 kWarrow_forwardWater is pumped from a lower reservoir to a higher reservoir by a pump that provides 20 kW of shaft power. The free surface of the upper reservoir is 45 m higher than that of the lower reservoir. If the flow rate of water is measured to be 0.03 m3/s, determine a) The mechanical energy required to maintain the water flow, b) mechanical power that is converted to thermal energy during this process due to frictional effects. c) The mechanical efficiency of the pump. Answers: 0.03 m/s 20 kW Pump 45 m 4₁=0arrow_forward
- Two reservoirs A and B have elevations of 250 m and 100 m,respectively. The two tanks are connected by a 250-mm diameterpipe, 250-m long, with a turbine placed along its length. If the flow ofwater in the pipe is 140 L/s and C = 120, then:Determine the power output of the turbine in kW if the efficiency ofthe turbine is 85%.arrow_forwardA 15 -m-wide rectangular canal carrying a discharge of 18 m/s, where the flow is moving at a velocity of 8 m/s on a horizontal apron; hence, the power dissipated by the jump, is approximately: 318 kW O 122 kW O 368 kW O 124 kW Oarrow_forwardA hydroelectric power generating system is shown in the figure. Water flows from an upper reservoir to a lower one passing through a turbine at the rate of 187 liters per second. The total length of pipe connecting the two reservoirs is 143 m. The pipe diameter is 376 mm and the Hazen-Williams coefficient is 143. The water surface elevations of reservoirs 1 and 2 are 210 m and 68 m, respectively. Determine the power in kW required by the turbine if it is 79% efficient? Neglect minor losses. round your answers in 3 decimal placesarrow_forward
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