a carnot engine has an efficieny of 40%. its efficiency is to be raised to 50%. by how much the temperature of the sink should increase if sink is at 27 deg C.
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η = work W done / Quantity Q of heat absorbed = W / Q
= 1 - Q2 /Q1
= 1 - T2 / T1
T1 = source temperature T2 = sink temperature
η = 40/100 = 1 - T2/T1 => T2 = 0.60 T1 = 0.60 * 300K = 180 K
===
New Sink Temperature = T2'
η = 0.50 = 1 - T2'/T1 => T2' = 0.50 T1 = 90 K
The temperature of the sink should decrease by 90 deg K or C.
= 1 - Q2 /Q1
= 1 - T2 / T1
T1 = source temperature T2 = sink temperature
η = 40/100 = 1 - T2/T1 => T2 = 0.60 T1 = 0.60 * 300K = 180 K
===
New Sink Temperature = T2'
η = 0.50 = 1 - T2'/T1 => T2' = 0.50 T1 = 90 K
The temperature of the sink should decrease by 90 deg K or C.
kvnmurty:
as the difference between the two temperatures increases, the efficiency increases.
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