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THE HEAT ENGINE, REFRIGERATOR
AND HEAT PUMPS.
A thermal (heat) reservoir
• A part of environment which can exchange heat energy
with a system.
• It has sufficient large heat capacity and it temperature
is not affected by the quantity of heat transferred to or
from it.
• Temperature is remains constant in thermal reservoir .
• Processes within it are quasi-static.
• The reservoir which is at high temperature and
supplies heat is known as heat source (a). Examples are
boiler furnace, a combustion chamber and a nuclear
reactor etc.
Heat sink
• The reservoir which is at low temperature and
to which heat is transferred is called the heat
sink.
Ex: Atmospheric air, ocean and river etc.
A heat engine
• A thermodynamic device used for continuous
production of work from heat when operating
in a cyclic process.
• Both heat and work interactions takes place
across the operating device.
A heat engine is characterised by following
features:
• Reception of heat Q1
from a high temperature
source at T1.
• Partial conversion of heat
received to mechanical
work W.
• Rejection of the
remaining heat Q2 to a
low temperature sink at
temperature T2.
• Cyclic/ continuous
operation
Kelvin-Planck statement of the Second
Law of Thermodynamics
• The Kelvin–Planck
statement of the second
law of thermodynamics,
also known as the heat
engine statement, states
that it is impossible to
devise a heat engine that
takes heat from the hot
reservoir ( Q H ) and
converts all the energy into
useful external work
without losing heat to the
cold reservoir ( Q C ) .
The performance of a machine
• Expressed as the ratio of “what we want to what we
have to pay for”.
• In the context of an engine, work is obtained at the
expense of heat input.
• Accordingly, the performance of a heat engine is
given by network output to the entire amount of
heat supplied to the working medium, and this ratio
is called thermal efficiency, ηth (Thermal efficiency is
a measure of the degree of useful utilization of heat
received in a heat energy).
Thermal efficiency
How we can get the 100% of thermal efficiency?
Heat engine, Heat pump and
Refrigerator
Heat Engine Heat Pump Refrigerator
Reversed Heat engine
Performance of a refrigerator and heat
pump
• The performance of a refrigerator and heat
pump is expressed in term of coefficient of
performance (COP) which represent the ratio
of desired effect to work input
Refrigerator and Heat pump
Refrigerator
Heat pump
• Question
• Develop a relationship between coefficient of
the performance of refrigerator and heat
pump?
Exercise 01
• A heat engine produces work equivalent to 80
kW with an efficiency of 40%. Determine the
heat transfer rate to and from the working
fluid.
Exercise 02
A heat engine develop a 10 kW power when
receiving heat at the rate of 2250 kJ/min.
Evaluate the corresponding rate of heat
rejection from the engine and its thermal
efficiency.
Exercise 03
• A reversed heat engine absorbs 250 kJ of heat
from a low temperature region and has a
mechanical input of 100 kJ. What would be
the heat transferred to the high temperature
region ?. Also, evaluate the coefficient of
performance of the reversed engine when
working as a refrigerator and as a heat pump.
Exercise 04
A machine operating as a heat pump extracts
heat from the surrounding atmosphere, is
driven by a 6.5 kW motor and supplies 2 x 105
kJ/hr heat to a house needed for its heating in
winter. Find coefficient of performance for the
heat pump. How this COP will be affected if
the objective of the same machine is to cool
the house in summer requiring 2 x 105 kJ/hr
of heat rejection? Comment on the result.
THE HEAT ENGINE, REFRIGERATOR AND HEAT PUMPS.pptx

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THE HEAT ENGINE, REFRIGERATOR AND HEAT PUMPS.pptx

  • 1. THE HEAT ENGINE, REFRIGERATOR AND HEAT PUMPS.
  • 2. A thermal (heat) reservoir • A part of environment which can exchange heat energy with a system. • It has sufficient large heat capacity and it temperature is not affected by the quantity of heat transferred to or from it. • Temperature is remains constant in thermal reservoir . • Processes within it are quasi-static. • The reservoir which is at high temperature and supplies heat is known as heat source (a). Examples are boiler furnace, a combustion chamber and a nuclear reactor etc.
  • 3. Heat sink • The reservoir which is at low temperature and to which heat is transferred is called the heat sink. Ex: Atmospheric air, ocean and river etc.
  • 4. A heat engine • A thermodynamic device used for continuous production of work from heat when operating in a cyclic process. • Both heat and work interactions takes place across the operating device.
  • 5. A heat engine is characterised by following features: • Reception of heat Q1 from a high temperature source at T1. • Partial conversion of heat received to mechanical work W. • Rejection of the remaining heat Q2 to a low temperature sink at temperature T2. • Cyclic/ continuous operation
  • 6. Kelvin-Planck statement of the Second Law of Thermodynamics • The Kelvin–Planck statement of the second law of thermodynamics, also known as the heat engine statement, states that it is impossible to devise a heat engine that takes heat from the hot reservoir ( Q H ) and converts all the energy into useful external work without losing heat to the cold reservoir ( Q C ) .
  • 7. The performance of a machine • Expressed as the ratio of “what we want to what we have to pay for”. • In the context of an engine, work is obtained at the expense of heat input. • Accordingly, the performance of a heat engine is given by network output to the entire amount of heat supplied to the working medium, and this ratio is called thermal efficiency, ηth (Thermal efficiency is a measure of the degree of useful utilization of heat received in a heat energy).
  • 8. Thermal efficiency How we can get the 100% of thermal efficiency?
  • 9. Heat engine, Heat pump and Refrigerator Heat Engine Heat Pump Refrigerator Reversed Heat engine
  • 10. Performance of a refrigerator and heat pump • The performance of a refrigerator and heat pump is expressed in term of coefficient of performance (COP) which represent the ratio of desired effect to work input
  • 11. Refrigerator and Heat pump Refrigerator Heat pump
  • 12. • Question • Develop a relationship between coefficient of the performance of refrigerator and heat pump?
  • 13. Exercise 01 • A heat engine produces work equivalent to 80 kW with an efficiency of 40%. Determine the heat transfer rate to and from the working fluid.
  • 14.
  • 15. Exercise 02 A heat engine develop a 10 kW power when receiving heat at the rate of 2250 kJ/min. Evaluate the corresponding rate of heat rejection from the engine and its thermal efficiency.
  • 16.
  • 17. Exercise 03 • A reversed heat engine absorbs 250 kJ of heat from a low temperature region and has a mechanical input of 100 kJ. What would be the heat transferred to the high temperature region ?. Also, evaluate the coefficient of performance of the reversed engine when working as a refrigerator and as a heat pump.
  • 18.
  • 19. Exercise 04 A machine operating as a heat pump extracts heat from the surrounding atmosphere, is driven by a 6.5 kW motor and supplies 2 x 105 kJ/hr heat to a house needed for its heating in winter. Find coefficient of performance for the heat pump. How this COP will be affected if the objective of the same machine is to cool the house in summer requiring 2 x 105 kJ/hr of heat rejection? Comment on the result.