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Heat and Temperature
(Specific & Latent Heat)
HISTORY
The ancients viewed heat
as that related to fire.
Heraclitus
“flux and fire”
As early as 460 BC, Hippocrates
postulated that: “Heat, a quantity
which functions to animate, derives
from an internal fire located in the
left ventricle.”
He discovered latent heat.
Joseph Black
Thomas Newcomen and James Watt
allowed the invention and
development of the steam engine.
James WattThomas Newcomen
•American physicist and
mathematician. J.W. Gibbs is
considered one of the founders of
modern thermodynamics and of
statistical mechanics.
•In 1896 he formulated the "Gibbs
Phase Rule".
“phlogiston”
Johann Becher Josiah Willard Gibbs
Antoine Lavoisier proposed the
caloric theory. British Physicist. Prof. in Aberdeen,
London and Cambridge. Creator of
modern electrodynamics and the
electrodynamic theory of light (Maxwell-
Theory).He was also involved in the
development of the kinetic gas theory.
James Clerk Maxwell
•French engineer and physicist.
Developed the physical elements of
the steam engine using a thought-
experiment (Carnot cycle).
•He conceived that heat is a result
of the movements of small
particles and calculated (a long
time before R. Mayer) the
mechanical equivalent of heat.Nicholas Léonard
Sadi Carnot
The work of Joule and Mayer demonstrated heat and
work were equivalent forms of energy, and led to the
statement of the principle of the conversation of energy
by Hermann Von Helmholtz in 1847.
James Prescott Joule Hermann Von HelmholtzRobert Julius Mayer
First & Second Law of Thermodynamics
Rudolf Julius Clausius
•German physicist. R. Clausius
was professor in Zürich,
Würzburg, Bonn and was one
of the founders of statistical
mechanics.
•He formulated the second
law of thermodynamics and
introduced the entropy as
equation of state.
“Heat is not a substance, but a
dynamical form of mechanical effect.”
William Thomson
Heat is a type of energy transferred due
to a temperature difference or that
generated by friction.
The amount of energy produced by
the sun in a 2 week period equals
the combined stored energy of all
the coal, iron and natural gas
reserves known to man.
[Source: The People's Almanac #2]
Jupiter radiates more energy into space than
it receives from the Sun. [The Nine Planets]
The Rise of the Temperature Scales
• Fahrenheit is the standard used for measuring temperature in
the United States.
• Swedish Astronomer Anders Celcius came out with his
temperature scale.
• Lord Kelvin of Scotland chimed in with his temperature gauge in
1848 known as the Kelvin scale. He based it on the idea of
absolute temperature, a theoretical temperature at which all
substances have no heat energy.
10/3/2015
Daniel Gabriel Fahrenheit William John Rankine
Anders Celcius Lord Kelvin
Temperature is a measure of the amount
of energy possessed by the molecules of a
substance. It is relative measure of how
hot or cold a substance is and can be used
to predict the direction of heat transfer.
The symbol for temperature is T. The
common scales for measuring temperature
are the Fahrenheit, Rankine, Celcius, and
Kelvin temperature scales.
Definition of Terms
Calorie
Conduction
Convection
Heat Change
Heat Energy
Heat Flow
Insulation
Radiation
CONCEPT
Celsius
C = ( F - 32) x 5/9
Fahrenheit
F = C × 9/5 + 32
Kelvin
K = C + 273
Rankine
Ra = F + 459.67
Convert 37⁰C to ⁰F
Given: 37⁰C
Find: ⁰F
Formula:
⁰F=9/5 (⁰C+32)
Solution:
⁰F=9/5 (⁰C+32)
⁰F=66.6+32
⁰F=98.6
Convert 98⁰F to ⁰C
Given: 98⁰F
Find: ⁰C
Formula:
⁰C=5/9 (⁰F-32)
Solution:
⁰C=5/9 (⁰F-32)
⁰C=5/9(98⁰F-32)
⁰C=5/9(66)
⁰C=36.66
Convert 60⁰F to ⁰C to K
Given: 60⁰F
Find: ⁰C and K
Formula/s:
a.) ⁰C=5/9 (⁰F-32)
b.) K=⁰C+273
Solution:
a.)⁰C=5/9 (⁰F-32)
⁰C=5/9(60⁰F-32)
⁰C=5/9(28)
⁰C=15.56
b.) 15.56⁰C+273
K=288.56
Convert 175.5K to ⁰C
Given: 175.5K
Find: ⁰C
Formula:
⁰C=K-273
Solution:
⁰C=K-273
⁰C=175.5K-273
⁰C=-97.5
00
The red or orange color of the rising or setting sun is caused
by the increased distance through our atmosphere its rays
must pass before reaching our eyes. Our thick impurity-laden
lower atmosphere only allows the red tones to pass through it.
As the sun rises higher in the sky, its light passes through a
shorter distance of thick atmosphere. It loses its redder tone
and takes on its characteristic yellow color.
The amount of sunlight reaching the earth's
surface is 6,000 times the amount of energy
used by all human beings worldwide. The
total amount of fossil fuel used by humans
since the start of civilization is equivalent to
less than 30 days of sunshine.
Heat is energy to transit. The transfer of
energy as heat occurs at the molecular level
as a result of a temperature difference. It is
capable of being transmitted through solids
and fluids by conduction, through fluids by
convection, and through empty space by
radiation. The symbol for heat is Q.
Common units for measuring heat are
British Thermal Unit (BTU) in the English
system of units and the calorie in the SI
system (International System of Units).
Specific Heat
Specific Heat is the amount of heat
per unit mass required to raise the
temperature by one degree Celsius.
Q =
mcΔT
McCcΔTc = MtCtΔTt
Unit:
J/(g°C)
How much heat is needed to raise the
temperature of 5 kg of water 10 K?
Given:
m = 5 kg ΔT = 10 K
C = 4186 J/kgK Q = ?
Solution:
Q = mcΔT
Q = (5 kg) (4186 J/kgK) (10 K)
Q = 209 300 J
What is the mass of the water if it at 85⁰C is
added to 0.3kg of water at 15⁰C in a
polystyrene cup?
Given:
ΔThot = 85⁰C+273=358K
ΔTcold = 15⁰C+273=288K
mhot =?
mcold =0.3kg
C = 4180 J/kgK
Solution:
mhotCΔThot = mcoldCΔTcold
mhot (4186 J/kgK) (358 K) = (0.3 kg) (4186 J/kgK) (288 K)
mhot = 361670.4 J/1498588 Jkg
mhot = 0.2kg
Latent Heat
Latent Heat – the quantity of heat
absorbed or released by a substance
undergoing a change of state, such as ice
changing to water or water to steam, at
constant temperature and pressure.
Q = ml Unit: Jkg-1 or J/kg
How much heat energy is needed to change
2.0 kg of ice at 0°C to water at 0°C?
Given:
Solution:
m= 2.0kg
How much heat does a refrigerator need to
remove from 1.5 kg of water at 20.0 °C to make ice
at 0°C?
Given:
m= 1.5 kg
ΔT = 20.0 °C
Solution:
LLL Application
Applied Fields
Geology
Industries
Industrial uses for
thermal storage
Manufacture of
Aerated concrete
Concentrated Solar Power
Plant with energy storage
system.mp4
Aerated Concrete - Cellular
lightweight Concrete Blocks-
panels Production contact
0091 93252 17177.mp4
Domain
Thermodynamics
Temperature
Pressure
Volume
Hydro Electric Dam
Infrared Thermometer
Solar Roadways
QUIZ
In Geology, thermodynamics
relates to the stability of rocks and
minerals under varying heats and
pressures. Geologists study these
principles, which have applications
to a number of geology specialities.
It is a relatively new, multi-disciplinary
research area, which examines the
relationship between economic
activities, society and nature. It
applies principles of ecology to
contemporary society, treating society
like an ecosystem with a defined
boundary, inputs, outputs,
components, regulators, internal
flows, transformations and feedbacks
of energy and materials.
Psychometrics is a term used to
describe the field of engineering
concerned with the determination
of physical and thermodynamic
properties of gas-vapor mixtures.
In thermodynamics, thermoeconomics
is duel-meaning term originally
defined as use of the science of
economics in the improvement and
study of the cost efficiencies of
thermodynamical processes, but more
recently meaning the use of the
science of thermodynamics in the
study of economies.
It is the study of physical properties
in low temperature situations, far
below temperatures experienced
on even the coldest regions of the
Earth. An example of this is the
study of superfluous.
It is the study of the physical properties of
“fluids,” specifically defined in this case to
be liquid and gases.
It is the study of physics in
extremely high pressure systems,
generally related to fluid dynamics.
It is the physics of the weather, pressure
systems in the atmosphere, etc.
It is the study of matter in the
plasma state.
Hydropower plants capture
the energy of falling water to
generate electricity. A turbine
converts the kinetic energy of
falling water into
mechanical energy. Then a
generator converts the
mechanical energy from the
turbine into electrical energy.
It infers temperature from a
portion of the thermal
radiation sometimes called
blackbody radiation emitted
by the object being
measured.
it works by using
semiconductors to absorb light
and create a flow of electrons,
which can power any number of
electrical devices. Just as one
simple example, it's probably
safe to assume that most
everyone has used a solar-
powered calculator at one point
or another.

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Thermodynamics

  • 3. The ancients viewed heat as that related to fire.
  • 5. As early as 460 BC, Hippocrates postulated that: “Heat, a quantity which functions to animate, derives from an internal fire located in the left ventricle.”
  • 6. He discovered latent heat. Joseph Black
  • 7. Thomas Newcomen and James Watt allowed the invention and development of the steam engine. James WattThomas Newcomen
  • 8. •American physicist and mathematician. J.W. Gibbs is considered one of the founders of modern thermodynamics and of statistical mechanics. •In 1896 he formulated the "Gibbs Phase Rule". “phlogiston” Johann Becher Josiah Willard Gibbs
  • 9. Antoine Lavoisier proposed the caloric theory. British Physicist. Prof. in Aberdeen, London and Cambridge. Creator of modern electrodynamics and the electrodynamic theory of light (Maxwell- Theory).He was also involved in the development of the kinetic gas theory. James Clerk Maxwell
  • 10. •French engineer and physicist. Developed the physical elements of the steam engine using a thought- experiment (Carnot cycle). •He conceived that heat is a result of the movements of small particles and calculated (a long time before R. Mayer) the mechanical equivalent of heat.Nicholas Léonard Sadi Carnot
  • 11. The work of Joule and Mayer demonstrated heat and work were equivalent forms of energy, and led to the statement of the principle of the conversation of energy by Hermann Von Helmholtz in 1847. James Prescott Joule Hermann Von HelmholtzRobert Julius Mayer
  • 12. First & Second Law of Thermodynamics Rudolf Julius Clausius •German physicist. R. Clausius was professor in Zürich, Würzburg, Bonn and was one of the founders of statistical mechanics. •He formulated the second law of thermodynamics and introduced the entropy as equation of state.
  • 13. “Heat is not a substance, but a dynamical form of mechanical effect.” William Thomson
  • 14. Heat is a type of energy transferred due to a temperature difference or that generated by friction.
  • 15. The amount of energy produced by the sun in a 2 week period equals the combined stored energy of all the coal, iron and natural gas reserves known to man. [Source: The People's Almanac #2] Jupiter radiates more energy into space than it receives from the Sun. [The Nine Planets]
  • 16. The Rise of the Temperature Scales • Fahrenheit is the standard used for measuring temperature in the United States. • Swedish Astronomer Anders Celcius came out with his temperature scale. • Lord Kelvin of Scotland chimed in with his temperature gauge in 1848 known as the Kelvin scale. He based it on the idea of absolute temperature, a theoretical temperature at which all substances have no heat energy.
  • 17. 10/3/2015 Daniel Gabriel Fahrenheit William John Rankine Anders Celcius Lord Kelvin
  • 18. Temperature is a measure of the amount of energy possessed by the molecules of a substance. It is relative measure of how hot or cold a substance is and can be used to predict the direction of heat transfer. The symbol for temperature is T. The common scales for measuring temperature are the Fahrenheit, Rankine, Celcius, and Kelvin temperature scales.
  • 19. Definition of Terms Calorie Conduction Convection Heat Change Heat Energy Heat Flow Insulation Radiation
  • 21. Celsius C = ( F - 32) x 5/9 Fahrenheit F = C × 9/5 + 32 Kelvin K = C + 273 Rankine Ra = F + 459.67
  • 22. Convert 37⁰C to ⁰F Given: 37⁰C Find: ⁰F Formula: ⁰F=9/5 (⁰C+32) Solution: ⁰F=9/5 (⁰C+32) ⁰F=66.6+32 ⁰F=98.6
  • 23. Convert 98⁰F to ⁰C Given: 98⁰F Find: ⁰C Formula: ⁰C=5/9 (⁰F-32) Solution: ⁰C=5/9 (⁰F-32) ⁰C=5/9(98⁰F-32) ⁰C=5/9(66) ⁰C=36.66
  • 24. Convert 60⁰F to ⁰C to K Given: 60⁰F Find: ⁰C and K Formula/s: a.) ⁰C=5/9 (⁰F-32) b.) K=⁰C+273 Solution: a.)⁰C=5/9 (⁰F-32) ⁰C=5/9(60⁰F-32) ⁰C=5/9(28) ⁰C=15.56 b.) 15.56⁰C+273 K=288.56
  • 25. Convert 175.5K to ⁰C Given: 175.5K Find: ⁰C Formula: ⁰C=K-273 Solution: ⁰C=K-273 ⁰C=175.5K-273 ⁰C=-97.5
  • 26. 00 The red or orange color of the rising or setting sun is caused by the increased distance through our atmosphere its rays must pass before reaching our eyes. Our thick impurity-laden lower atmosphere only allows the red tones to pass through it. As the sun rises higher in the sky, its light passes through a shorter distance of thick atmosphere. It loses its redder tone and takes on its characteristic yellow color. The amount of sunlight reaching the earth's surface is 6,000 times the amount of energy used by all human beings worldwide. The total amount of fossil fuel used by humans since the start of civilization is equivalent to less than 30 days of sunshine.
  • 27. Heat is energy to transit. The transfer of energy as heat occurs at the molecular level as a result of a temperature difference. It is capable of being transmitted through solids and fluids by conduction, through fluids by convection, and through empty space by radiation. The symbol for heat is Q. Common units for measuring heat are British Thermal Unit (BTU) in the English system of units and the calorie in the SI system (International System of Units).
  • 29. Specific Heat is the amount of heat per unit mass required to raise the temperature by one degree Celsius. Q = mcΔT McCcΔTc = MtCtΔTt Unit: J/(g°C)
  • 30. How much heat is needed to raise the temperature of 5 kg of water 10 K? Given: m = 5 kg ΔT = 10 K C = 4186 J/kgK Q = ? Solution: Q = mcΔT Q = (5 kg) (4186 J/kgK) (10 K) Q = 209 300 J
  • 31. What is the mass of the water if it at 85⁰C is added to 0.3kg of water at 15⁰C in a polystyrene cup? Given: ΔThot = 85⁰C+273=358K ΔTcold = 15⁰C+273=288K mhot =? mcold =0.3kg C = 4180 J/kgK Solution: mhotCΔThot = mcoldCΔTcold mhot (4186 J/kgK) (358 K) = (0.3 kg) (4186 J/kgK) (288 K) mhot = 361670.4 J/1498588 Jkg mhot = 0.2kg
  • 33. Latent Heat – the quantity of heat absorbed or released by a substance undergoing a change of state, such as ice changing to water or water to steam, at constant temperature and pressure. Q = ml Unit: Jkg-1 or J/kg
  • 34. How much heat energy is needed to change 2.0 kg of ice at 0°C to water at 0°C? Given: Solution: m= 2.0kg
  • 35. How much heat does a refrigerator need to remove from 1.5 kg of water at 20.0 °C to make ice at 0°C? Given: m= 1.5 kg ΔT = 20.0 °C Solution:
  • 38. Industries Industrial uses for thermal storage Manufacture of Aerated concrete Concentrated Solar Power Plant with energy storage system.mp4 Aerated Concrete - Cellular lightweight Concrete Blocks- panels Production contact 0091 93252 17177.mp4
  • 40. Hydro Electric Dam Infrared Thermometer Solar Roadways
  • 41. QUIZ
  • 42. In Geology, thermodynamics relates to the stability of rocks and minerals under varying heats and pressures. Geologists study these principles, which have applications to a number of geology specialities.
  • 43. It is a relatively new, multi-disciplinary research area, which examines the relationship between economic activities, society and nature. It applies principles of ecology to contemporary society, treating society like an ecosystem with a defined boundary, inputs, outputs, components, regulators, internal flows, transformations and feedbacks of energy and materials.
  • 44. Psychometrics is a term used to describe the field of engineering concerned with the determination of physical and thermodynamic properties of gas-vapor mixtures.
  • 45. In thermodynamics, thermoeconomics is duel-meaning term originally defined as use of the science of economics in the improvement and study of the cost efficiencies of thermodynamical processes, but more recently meaning the use of the science of thermodynamics in the study of economies.
  • 46. It is the study of physical properties in low temperature situations, far below temperatures experienced on even the coldest regions of the Earth. An example of this is the study of superfluous.
  • 47. It is the study of the physical properties of “fluids,” specifically defined in this case to be liquid and gases.
  • 48. It is the study of physics in extremely high pressure systems, generally related to fluid dynamics.
  • 49. It is the physics of the weather, pressure systems in the atmosphere, etc.
  • 50. It is the study of matter in the plasma state.
  • 51. Hydropower plants capture the energy of falling water to generate electricity. A turbine converts the kinetic energy of falling water into mechanical energy. Then a generator converts the mechanical energy from the turbine into electrical energy.
  • 52. It infers temperature from a portion of the thermal radiation sometimes called blackbody radiation emitted by the object being measured.
  • 53. it works by using semiconductors to absorb light and create a flow of electrons, which can power any number of electrical devices. Just as one simple example, it's probably safe to assume that most everyone has used a solar- powered calculator at one point or another.