energy generated energy input from fuel power plant efficiency : 660 GJ = energy input from fuel 0.38=- energy input from fuel =1.74 x 1012 J= 1.74 TJ 1.74 x 1012 J amount of coal required 232,000 kg 7.5 x 10 . kg As you can see, the amount of coal that could be saved is quite large! Before you get on an elevator next time, think about the amount of fuel-–not to mention the pollution-that can be saved if people just walk up a floor!
we determined the power required to move 30 people, with an average mass of 61 kg per person, between two floors of a building: a vertical
distance of 5 m in 2 s. The energy and the power requirements were 90,000
J and 45,000 W, respectively. Moreover, we estimated savings in energy if 1
million people decided to walk up a floor instead of taking the elevator on a daily basis. The minimum amount of energy saved during a year, based on an estimate of 220 working days in a year, would be 660 GJ. Let us now estimate the amount of fuel, such as coal, that can be saved in a power plant, assuming a 38% overall efficiency for the power plant and a heating value of approximately 7.5 MJ/kg for coal.
![energy generated
energy input from fuel
power plant efficiency :
660 GJ
= energy input from fuel
0.38=-
energy input from fuel
=1.74 x 1012 J= 1.74 TJ
1.74 x 1012 J
amount of coal required
232,000 kg
7.5 x 10 .
kg
As you can see, the amount of coal that could be saved is quite large!
Before you get on an elevator next time, think about the amount of fuel-–not
to mention the pollution-that can be saved if people just walk up a floor!](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F7c92437c-c247-46c1-a29e-d623448ff740%2F1380e85c-1057-4b68-9625-e4b5618b537c%2Ffbbubc_processed.png&w=3840&q=75)
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