Engines and cycles - class-XI
Thermodynamic cycles, heat engines, refrigerators, and efficiency calculations
Questions
In a heat engine, heat energy is converted into mechanical energy.
- True
- False
How many dead centres are there in one cycle of steam engine ?
- $4$
- $3$
- $2$
- $1$
For a particular heat engine, 3,000 J of energy goes in at 700 K and 2000 J comes out at 200 K. The rest of the energy is used work.
What is the actual efficiency of this engine?
- 0.71
- 0.33
- 0.67
- 0.29
- 1.5
A 60J of heat is added to the system, resulting in 15J of work being done by the system. The remaining 45J of heat is released. Find out the efficiency of the system?
- 100%
- 75 %
- 45%
- 25%
- 15%
Find out the most efficient engine in the following
- An engine converts 80 KJ of heat energy into 20 KJ of work
- An engine converts 50 KJ of heat energy into 15 KJ of work
- An engine converts 30 KJ of heat energy into 6 KJ of work
- An engine converts 60 KJ of heat energy into 24 KJ of work
Which of the following engines is more efficient?
- Heat utilised - 80 kilojoules , work done - 32 kilojoules
- Heat utilised - 60 kilojoules , work done - 12 kilojoules
- Heat utilised - 50 kilojoules , work done - 25 kilojoules
- Heat utilised - 90 kilojoules , work done - 27 kilojoules
The efficiency of a heat engine :
- is independent of the temperature of the source and the sink
- is independent of the working substance
- can be 100%
- is not affected by the thermal capacity of the source or the sink
An ideal heat engine working between temperatures $T _1$ and $T _2$ has an efficiency $\eta $ . The new efficiency if the temperatures of both the source and sink are doubled, will be
- $\frac{\eta }{2}$
- $\eta $
- $ 2 \eta $
- $ 3 \eta $
The thermal efficiency of a heat engine for which the work output is $2500 J/cycle$ and the heat input is $10000 J/cycle$, is:
- $75%$
- $40%$
- $25%$
- $0.25%$
A system undergoes a cyclic process in which it absorbs $Q _1$ heat and gives out $Q _2$ heat. The efficiency of the process is $\eta$ and the work done is $W$.
- $W = Q _1 - Q _2$
- $\displaystyle \eta = \frac{W}{Q _1}$
- $\displaystyle \eta = \frac{Q _2}{Q _1}$
- $\displaystyle \eta = 1 - \frac{Q _2}{Q _1}$
The efficiency of a heat engine if the temperature of source $227^0C$ and that of sink is $27^0C$ nearly
- 0.4
- 0.5
- 0.6
- 0.7
A heat engine produces 100 J of heat, does 30 J of work, and emits 70 J into a cold reservoir. What is the efficiency of the heat engine?
- 100%
- 70%
- 42%
- 40%
- 30%
A heat engine takes in heat at 750 degrees Celsius and expels heat at 250 degrees Celsius. What is this engine's theoretically ideal (Carnot) efficiency?
- 33 percent
- 67 percent
- 49 percent
- 300 percent
- 23 percent
Let $E _D, E _P, E _S$ denote efficiency of a diesel, a petrol and a steam engine respectively. which of the following is correct?
- $E _D < E _P > E _S$
- $E _D < E _P < E _S$
- $E _P > E _D > E _S$
- $E _P < E _S < E _D$
NA heat engine has an efficiency n.Temperatures of source and sink are each decreased by 100 K. The efficiency of the engine:
- increases
- decreases
- remains constant
- becomes 1
The most efficient engine is?
- Petrol
- Electric
- Steam
- Diesel
Efficiency of a heat engine whose sink is at a temperature of $300 \ K$ is $40$%. To increase the efficiency to $60$%, keeping the sink temperature constant, the source temperature must be increased by :
- $750&nbsp; K$
- $500 \ K$
- $250&nbsp; K$
- $1000&nbsp; K$
An engine has an efficiency of 0.25 when temperature of sink is reduced by 58C,if its efficiency is doubled, then the temperature of the source is:
- 150K
- 222K
- 242K
- 232K
Which of the following is true about refrigeration?
- Heat is removed from the inside of the refrigerator
- Cold air is produced inside the refrigerator
- Hot air is removed from the inside of the refrigerator
- Hot air is changed to a cold condensate inside the refrigerator
- Hot air inside the refrigerator is expanded to remove its heat
Refrigerators and freezers works by:
- Converting hot air to cold air
- Keeping hot air out with cold air pressure
- Removing heat from inside themselves
- Blowing cold inside them
- Producing cold air
By opening the door of a refrigerator which is inside a room, the temperature of room ____________.
- first decreases then increases
- remains unchanged
- increases
- decreases
A refrigerator is
- head engine
- an electric motor
- heat engine working in backward direction
- air cooler
A refrigerator is a device which works on the principle that evaporation of a liquid gives a cooling effect.
- True
- False
What function is performed by Condenser in a refrigerator?
- To deliver the heat to the heat pump
- To deliver the heat to the evaporator
- To deliver the heat to the refrigerator
- To deliver the heat to the atmosphere
The heat pump is also called as the :
- Reverse motor
- Reverse refrigerator
- Reverse oscillator
- Reverse engine
What function does a Condenser perform,in heat pumps?
- Condenser performs the most important function of cooling the room.
- Condenser performs the most important function of heating the room.
- Condenser performs the most important function of freezing outside the room
- Condenser performs the most important function of heating the atmosphere
What is the function of the evaporator in a refrigerator?
- The evaporator supplies the heat to the substance, which is to be cooled.
- The evaporator absorbs the heat from the atmosphere.
- The evaporator absorbs the heat from the substance, which is to be cooled.
- Both a and b
Which of the following is not the component of heat pump?
- Condenser
- Compressor
- Cooler
- Expansion valve
What is most commonly used as the refrigerant in heat pumps?
- Chlorofluorohydrocarbons
- Fluorine gas
- Hydrogen gas
- Carbon gas
An ideal refrigerator operates according to the reverse Carnot cycle and transmits heat from a cold source with water at a temperature of $27^{\circ}C$ to a boiler with water at a temperature of $100^{ \circ }C$. What amount of water must be frozen in the cooler to convert 1 kg of water into vapor in the boiler ?
- 4.94 kg
- 3.24 kg
- 5.63 kg
- 2.12 kg
Find coefficient of performance, If in a mechanical refrigerator, the lower temperature coils of evaporator are $-23^oC$ compressed gas in condenser has a temperature of $77^oC$. The coefficient of performance is
- $70%$
- $20%$
- $0.23%$
- $2.5%$
A reversible engine operates between temperatures 900 K & $T _2$($T _2$ < 900 K), & another reversible engine between $T _2$ & 400 K ($T _2$ > 400 K) in series. What is the value of $T _2$ if work outputs of both the engines are equal?
- 600K
- 625K
- 650K
- 675K
A carnot cycle is having maximum efficiency because
- it comprises of two adiabatic process which requires no heat in its execution.
- it comprises of two isothermal process.
- its every process is reversible
- none of the above
A series combination of two Carnots engines operate between the temperatures of $180^0C$ and $20^0C$. If the engines produce equal amount of work,then what is the intermediate temperature(In $^0C$)?
- 80
- 90
- 100
- 110
What is the function of refrigerants in heat pumps?
- Refrigerants supply heat to the atmosphere
- Refrigerants evaporate heat and cool the room
- Refrigerant carries heat from the atmosphere to the room,which is to be heated
- None of these
In a cyclic heat engine operating between a source temperature of $600^0C$ and a sink temperature of $20^0 C$, the least rate of heat rejection per kW net output of the engine is,
- 0.505kW
- 0.490kW
- 0.333kW
- none of the above
A heat engine is supplied with 250 kJ/s of heat at a constant fixed temperature of $227^0C$; the heat is rejected at $27^0C$, the cycle is reversible, then what amount of heat is rejected?
- 24kJ/s
- 223kJ/s
- 150kJ/s
- none of the above
An engine working on Carnot cycle rejects 40% of absorbed heat from the source, while the sink temperature is maintained at $27^0C$, then what is the source temperature (in $^0C$)?
- 477
- 346
- 564
- none of the above
One reversible heat engine operates between 1600 K and $T _2$ K, and another reversible heat engine operates between $T _2$ K and 400 K. If both the engines have the same heat input and output, then the temperature $T _2$ must be equal to:
- 600
- 800
- 650
- 675
The freezer in a refrigerator is located at the top section so that;
- The entire chamber of the refrigerator is cooled quickly due to convection
- The motor is not heated
- The heat gained from the environment is high
- The heat gained from the environment is low
If the door of a refrigerator is kept open, the room in which the refrigerator is kept
- gets cooled
- gets heated
- neither gets cooled nor gets heated
- gets cooled or heated depending on the initial temperature of the room