A hydroelectric power station takes its water from a lake whose water level is 50 m above turbine . assuming an overall efficiency of 40%,calculate mass of water which must flow through turbine each second to produce power output of 1 MW
Answers
Answered by
93
since effieciency is 40 %
useful energy = 40% mgh
= ( 40 / 100) * m * 10 *50
1MW = 200m
1000000 = 200m
m =1000000/200= 5000kg
mark branliest if it was
useful energy = 40% mgh
= ( 40 / 100) * m * 10 *50
1MW = 200m
1000000 = 200m
m =1000000/200= 5000kg
mark branliest if it was
Answered by
89
Given:
Height = 50m above the turbine
Efficiency = 40%
Power output = 1MW
g = 10 ms^-2
Solution:
Potential energy = mgh
Efficiency = 40%
Let's find:
Useful work done = 40% of potential energy
= 40 / 100 (mgh)
= 0.4 (m × 10 × 50)
= 200 m
Power = work done per second
1MW = 200 × mass of water per second
1 × 106W = 200 × mass of water flowing per second
Therefore:
Mass of water flowing per second = (1 × 106) / 200
= 5000 kg
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