1. The problem statement, all variables and given/known data
In a hydroelectric plant, water falls from a high elevation to a lower elevation,losing PE in the process/ In doing so, it turns turbines which generate electricity. In a particular hydroelectric plant, water flows at a rate of 400 kg/s. If 80% of the PE that the water loses gets converted to electricity, what is the power output of the dam, in watts?
2. Relevant equations
PE=mgy
PE lost=KE gained
3. The attempt at a solution
Known information:
m=400 kg/s (Right?)
g=9.8 m/s^2
y=30 meters
KE= .8(400 kg/s*9.8 m/s^2*30 m)=9408 Joules
That's easy enough, right? But don't a need a time to convert to Watts? Is the time just one second, so that my answer is 9408 Watts?
Thanks!
In a hydroelectric plant, water falls from a high elevation to a lower elevation,losing PE in the process/ In doing so, it turns turbines which generate electricity. In a particular hydroelectric plant, water flows at a rate of 400 kg/s. If 80% of the PE that the water loses gets converted to electricity, what is the power output of the dam, in watts?
2. Relevant equations
PE=mgy
PE lost=KE gained
3. The attempt at a solution
Known information:
m=400 kg/s (Right?)
g=9.8 m/s^2
y=30 meters
KE= .8(400 kg/s*9.8 m/s^2*30 m)=9408 Joules
That's easy enough, right? But don't a need a time to convert to Watts? Is the time just one second, so that my answer is 9408 Watts?
Thanks!
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