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Hydroelectric Station
The Deep Creek Hydroelectric Station is located in Garrett County, Maryland. It has two turbines that drive generators to produce 20 megawatts (MW) of electricity. The dam built for this hydroelectric station formed Deep Creek Lake.
The description and model shows how a typical hydroelectric station works.
- Water enters the penstock, a large pipe running from the reservoir above the dam to the turbines near the base.
- At the end of the penstock, the water turns the turbine, a wheel or rotor with blades.
- The turbine is connected to a generator, which has several electromagnets inside many coils of copper wire.
- When the water spins the turbine, the moving electromagnets within the generator produce electricity.
- The transformer sends the electricity to the power station.
- The water flows out of the penstock and turbine at the tailrace.
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Downspout Generator
Students use the hydroelectric station model to build a downspout hydroelectric generator. A downspout is a pipe that carries rainwater down from a roof or rain gutter. Using materials from a local hardware store, the students build the waterwheel prototype shown.
The waterwheel prototype uses rain as its source of water.
- Rainwater falling on the roof collects in the rain gutter and flows into the downspout.
- Rainwater in the downspout flows into the containers attached to the waterwheel, making the waterwheel turn.
- The greater the volume of rainwater flowing into the container, the faster the waterwheel turns.
- As the waterwheel spins, it rotates the shaft attached to the electromagnets producing electricity.
The students gathered information on the average yearly rainfall for several states.
The students researched data on the flow rates of water based on the amounts of rainfall, the roof area drained, and the distance between the roof and the waterwheel. The flow rate is the rate at which water is falling from the roof onto the waterwheel. The students calculated the estimated power Pea in watts (W) of the waterwheel by using the formula P equals rho Q G H eta where
Density of water rho = 1000 kg/m³
Flow rate Queue = Rate of water flowing in the downspout (penstock) in m³/s
Acceleration due to gravity Gee = 9.81 m/s²
Height Aich = Change in the height of water in m
Efficiency Eta = Efficiency of the system
The students predicted the performance of a downspout waterwheel from a roof height of 5 m with different flow rates, and assuming 100% efficiency. The table shows the data calculated by students.
To check if the waterwheel generator was producing enough power to run a small household appliance, the students connected an incandescent light bulb to the generator.
This is a multiple choice question that allows you to select only one option.
Which statement best describes the energy of the water molecules as they move through a hydroelectric station?
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Select the phrases that best show the inputs and outputs of the turbines in a hydroelectric station while the turbines are in motion, and drag them into the appropriate boxes. Each phrase can be used once.
This is a multiple choice question that allows you to select only one option.
Different hydroelectric stations have different distances between their reservoirs and their tailraces.
Which statement best describes how the power generated from a hydroelectric station with a greater distance between its reservoir and tailrace compares to the power generated from Deep Creek Hydroelectric Station?
This is a question with 3 parts, including a question with drop-down menus from which you must select an option to fill in the blank.
Select the words that best complete the statements to demonstrate how energy is transformed by the downspout waterwheel prototype.
This is a multiple choice question that allows you to select only one option.
The students want to power a fan that uses 350,000 W of electricity. At what distance below the roof would the waterwheel prototype have to sit in order to generate enough power when the flow rate is 5.0 m³/s, assuming the efficiency of the system is 100%?
This is a test question that allows you to enter extended text in your response.
Use evidence from the waterwheel prototype to explain how the performance of the prototype could be improved. Be sure to note any trade-offs in the suggested modifications.