given that
efficiency 1 = 0.4
initial high temperature = T1
from the relation
efficiency = 1-T2/T1
here 0.4 = 1-T2/T1
T2/T1 = 1-0.4 = 0.6
T2 = 0.6T1
now high temperature is increase by 10%
that is T1' = 1.01T1
new efficiency 2 = 1-T2/T1'
2 = 1-0.6T1/1.01T1
= 1-0.6/1.01
2 = 0.406
that is 40.6%
5, A Carnot heat engine has an efficiency of 40%. If the high temperature is raised...
A
Carnot engine has an efficiency of 45 % and takes in heat from a
high-temperature reservoir at 168 ∘C.
What is the Celsius temperature of the engine's
low-temperature reservoir?
T = _____ °C
(Answer is NOT 168°C)
Take temperatures and efficiencies to be exact. A Carnot engine has an efficiency of 45 % and takes in heat from a Nigh-temperature reservoir at 168 °C Part A What is the Celsius temperature of the engine's low-temperature reservoir? Express your answer...
In one cycle, a heat engine absorbs 520 J from a high-temperature reservoir and expels 310 J to a low-temperature reservoir. If the efficiency of this engine is 59% of the efficiency of a Carnot engine, what is the ratio of the low temperature to the high temperature in the Carnot engine?
In one cycle a heat engine absorbs 530 J from a high-temperature reservoir and expels 320 J to a low-temperature reservoir. If the efficiency of this engine is 58% of the efficiency of a Carnot engine, what is the ratio of the low temperature to the high temperature in the Carnot engine? please show every step, thanks
A Carnot engine operating at 35% efficiency exhausts heat into the heat sink at 320 ℃. If we want to increase the efficiency of the engine to 49%, without changing the temperature of the heat reservoir, what would be the new temperature of the heat sink?
12. A Carnot engine operating at 34% efficiency exhausts heat into the heat sink at 350 °C. If we want to increase the efficiency of the engine to 46%, without changing the temperature of the heat reservoir, what would be the new temperature of the heat sink?
A heat engine uses a heat source at 540 ∘C and has an ideal (Carnot) efficiency of 25 % .To increase the ideal efficiency to 43 % , what must be the temperature of the heat source?
A gasoline engine with an efficiency of 28.1% operates between a
high temperature T1 and a low temperature T2 = 37 °C. If this
engine operates with Carnot efficiency, what is the high-side
temperature T1?
A gasoline engine with an efficiency of 28.1% operates between a high temperature T, and a low temperature T2 = 37 °C. If this engine operates with Carnot efficiency, what is the high-side temperature T/? O A. -51°C 0 B. 19°C OC. 51°C OD. 132°C...
A Carnot engine has an efficiency of 0.445, and the temperature of its cold reservoir is 434 K. (a) Determine the temperature of its hot reservoir. (b) If 5610 J of heat is rejected to the cold reservoir, what amount of heat is put into the engine?
3. An ideal Carnot engine has an input of 150 J of heat per cycle at its high-temperature reservoir, which is maintained at 135 °C. The engine has a thermal efficiency of 22.0%. a. How much work does this engine do per cycle? b. How much heat does this engine output to its low-temperature reservoir per cycle? c. What is the temperature of the low-temperature reservoir? d. How many cycles would this engine have to go through to lift a...
245 E00 4) A Carnot heat engine loses 1000 kJ of heat per cycle to a low-temperature sink at 27 C and receives heat from a high- temperature reservoir at 927C. Determine (a) the thermal efficiency of this Carnot engine and (b) the amount of heat received from the high temperature reservoir. ఉది