Temperature Energy and Heat - Mrs. Neill's Classesbhsneill.weebly.com › uploads › 3 › 9 › 0...
Transcript of Temperature Energy and Heat - Mrs. Neill's Classesbhsneill.weebly.com › uploads › 3 › 9 › 0...
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CHAPTER 3
Temperature
Energy and
Heat
3.1 Temperature
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2 3.1 Temperature
• What is temperature?
• Why is temperature important in chemistry?
• How is energy related to temperature?
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3 3.1 Temperature
At room temperature, atoms and
molecules are in constant motion
Brownian motion
Milk fat particles are
being pushed around
by water molecules
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4 3.1 Temperature
Grains of sand stand still…
… but the individual atoms are
in constant, random motion.
kinetic energy: the energy of motion.
temperature: a measure of the average kinetic energy of
atoms or molecules.
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5 3.1 Temperature
Temperature is the measure of
the average kinetic energy of
atoms or molecules, thus as ke
increases so does the
temperature.
Some molecules have more kinetic
energy than the average.
Some molecules have less kinetic
energy than the average.
Temperature is an average
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6 3.1 Temperature
Temperature scales
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7 3.1 Temperature
Water boils
Water freezes
How can we go back and forth between the two scales?
Temperature scales
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8 3.1 Temperature
Asked: Temperature in oC
Given: 100oF
Relationships:
Solve:
Answer: 100oF is the same temperature as 37.8oC
5
329
C FT T
5 5
100 32 689
37.89
o
C CT
What temperature in Celsius is the same as 100oF?
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9 3.1 Temperature
Asked: Temperature in oF
Given: 15oC
Relationships:
Solve:
Answer: 15oC is the same temperature as 59oF.
532
9F cT T
5
15 32 27 329
59oFT F
What is the Fahrenheit equivalent of 15oC?
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10 3.1 Temperature
All thermometers are based on a physical property that
changes with temperature.
Thermal expansion:
- Mercury thermometers
- Alcohol thermometers
Electrical sensors:
- Thermistor
- Thermocouple
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11 3.1 Temperature
Thermal expansion:
- Mercury thermometers
- Alcohol thermometers
Electrical sensors:
- Thermistor
- Thermocouple
The temperature probe
in the Lab-Master uses
a thermistor
All thermometers are based on a physical property that
changes with temperature.
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12 3.1 Temperature
kinetic energy: the energy of motion.
temperature: a measure of the average kinetic energy of
atoms or molecules.
heat: thermal energy, the total energy in random
molecular motion, energy resulting from temperature
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13 3.1 Temperature
Temperature
While temperature is related to thermal energy, there is no absolute
correlation between the amount of thermal energy (heat) of an object
and its temperature. Temperature measures the concentration of
thermal energy in an object in much the same way that density
measures the concentration of matter in an object. As a result, a large
object will have a much lower temperature than a small object with the
same amount of thermal energy. Different materials respond to
changes in thermal energy with more or less dramatic changes in
temperature.
The temperature of a material is a measure of the average kinetic
energy of the molecules that make up that material. Absolute zero is
defined as the temperature at which the molecules have zero kinetic
energy, which is why it is impossible for anything to be colder.
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14 3.1 Temperature
Heat
Heat is a measure of how much
thermal energy is transmitted from
one body to another. We cannot say
a body “has” a certain amount of heat
any more than we can say a body
“has” a certain amount of work. While
both work and heat can be measured
in terms of joules, they are not
measures of energy but rather of
energy transfer. A hot water bottle
has a certain amount of thermal
energy; when you cuddle up with a
hot water bottle, it transmits a certain
amount of heat to your body.
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15 3.1 Temperature
Absolute zero
At absolute zero the
kinetic energy is
essentially zero.
3 different scales
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16 3.1 Temperature
+ 273
- 273
273Kelvin CelsiusT T
Unit conversion
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17 3.1 Temperature
Convert 27oC into kelvins.
Asked: Temperature in kelvin
Given: 27oC
Relationships:
Solve:
Answer: 300 K is the same temperature as 27oC.
273Kelvin CelsiusT T
27 273 300KT K
Unit conversion
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18 3.1 Temperature
932
5Fahrenheit CelsiusT T
5
329
Celsius FahrenheitT T
273Kelvin CelsiusT T
Molecules are in constant,
random motion.
This affects temperature.
Three temperature scales:
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19 3.1 Temperature
CHAPTER 3
3.2 Heat and
Thermal Energy
Temperature Energy and Heat
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20 3.1 Temperature
We know now
that heat is
not the same
thing as
temperature.
Measured in oF, oC, K
Measured in… ?
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21 3.1 Temperature
Heat can be measured in joules (J).
The joule is the fundamental SI unit of energy and heat.
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22 3.1 Temperature
Heat can be measured in calories.
It takes 1 calorie to raise 1 g of water by 1oC.
1 Calorie = 1 kilocalorie = 1,000 calories
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23 3.1 Temperature
Heat can be measured in British thermal units (BTU).
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24 3.1 Temperature
joules (J)
calories
British thermal units (BTU)
Heat can be measured in
1 calorie = 4.184 joules
1 BTU = 1,055 joules
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25 3.1 Temperature
second law of thermodynamics: energy (heat)
spontaneously flows from higher temperature to lower
temperature.
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26 3.1 Temperature
Thermal equilibrium
A condition where the temperatures are the same
and heat no longer flows from one material to
another.
Humans are most comfortable at 25*C because the rate of heat flow out of the body matches the rate at which the body generates heat.
Temperatures below 25*C
will feel cold because the
body loses heat too quickly
Temperatures above 25*C
will feel hot because the
body will retain heat rather
than lose it.
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27 3.1 Temperature
SURROUNDING
Matter and energy flow
through the system
Only energy can flow
through the system.
Neither matter nor
energy can be
exchanged or flow.
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28 3.1 Temperature
first law of thermodynamics:
energy can neither be created
nor destroyed.
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29 3.1 Temperature
The energy inside an isolated
system is constant.
The energy lost by a system
must be gained by the surroundings or another system.
first law of thermodynamics: energy can neither be created nor
destroyed.
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30 3.1 Temperature
What happens when hot and cold water are not
allowed to mix but are allowed to exchange energy?
Does one side stay hot and one side stays cold?
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31 3.1 Temperature
Thermal equilibrium
The system reaches
thermal equilibrium at
45*C
Since both sides have the
same mass of water,
they will reach equilibrium
at the average of the two
temperatures.
80 + 10 = 45
2
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32 3.1 Temperature
Specific heat of water:
4.184 J/(g·oC)
Specific heat of gold:
0.129 J/(g·oC)
specific heat: the quantity of energy it takes per gram of a
certain material to raise the temperature by one degree Celsius.
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33 3.1 Temperature
One reason is:
Why do different metals have different specific heats?
Ag = 107.87 g/mol Al = 26.98 g/mol
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34 3.1 Temperature
A metal-working process needs to heat steel from room
temperature (20oC) to 2,000oC. If the mass of steel is
100 g, how much heat is required?
A table is located on page 83 that lists the specific heat
of common substances.
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35 3.1 Temperature
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36 3.1 Temperature
A metal-working process needs to heat steel from room
temperature (20oC) to 2,000oC. If the mass of steel is
100 g, how much heat is required?
Asked: Quantity of heat
Given: 100 g of steel,
temperature difference is 2,000oC – 20oC
Relationships:
Solve:
Answer: It takes 93,060 joules to raise the temperature of 100 g of
steel to 2,000oC, assuming no heat gets lost during the
process (which is not a very good assumption!).
0.470 opc J g C
2 1pE mc T T
100 0.470 200 2 93,00 60oE g J g JC
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37 3.1 Temperature
Asked: Temperature change in oC
Given: 300 g of water [cp = 4.184 J/(g·oC)], change of 60oC (80oC – 20oC),
and 100,000 g of air [cp = 1.006 J/(g·oC)]
Relationships:
Solve:
Answer: The air in the room gets warmer by about 0.75oC.
2 1pE mc T T
300 4.184 60 75,312
0.75
7
75,312
100,000 1.006
5,312
o
o
o
oEnergy lost by the water g J g C C J
Energy gained by the air energ
JTem
y lost by wa
perature change of airg
te
J g CC
r J
A mass of 300 grams of water at 80oC cools down to 20oC. Assume all the
heat from the water is absorbed by 100 m3 of air (a small room) with a
mass of 100,000 g. What is the temperature change in the air?
*** NOT on test….woohoo
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38 3.1 Temperature
conduction: the flow of heat energy through the direct
contact of matter.
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39 3.1 Temperature
Would you describe the glass of the test tube as a
thermal conductor or a thermal insulator?
Thermal equilibrium was reached (60oC both inside and outside the test
tube). Because the test tube allowed heat to flow, it is a thermal conductor.
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40 3.1 Temperature
Would you describe the styrofoam cup of the test tube
as a thermal conductor or a thermal insulator?
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41 3.1 Temperature
Temperature is measured in: oF, oC, kelvin
Heat is measured in: joules (J), calories, British thermal units (BTU)
first law of thermodynamics: energy can neither be created
nor destroyed.
second law of thermodynamics: energy (heat) spontaneously
flows from higher temperature to lower temperature.
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42 3.1 Temperature
CHAPTER 3
Temperature
Energy and
Heat3.3 Phase Changes
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43 3.1 Temperature
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44 3.1 Temperature
Kelvin Scale
The Bose-Einstein state of
matter was the only one
created while your parents
were alive. In 1995, two
scientists, Cornell and
Weiman, finally created the
condensate.
Physicists acknowledge they can never
reach the coldest conceivable
temperature, known as absolute zero
and long ago calculated to be minus
459.67°F. To physicists, temperature is a
measure of how fast atoms are moving,
a reflection of their energy—and
absolute zero is the point at which there
is absolutely no heat energy remaining
to be extracted from a substance.
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45 3.1 Temperature
When you get to a temperature near absolute zero,
something special happens. Atoms begin to clump.
The whole process happens at temperatures within a
few billionths of a degree, so you won't see this at
home. When the temperature becomes that low, the
atomic parts can't move at all. They lose almost all of
their energy.
Since there is no more energy to transfer (as in solids
or liquids), all of the atoms have exactly the same
levels, like twins. The result of this clumping is the
BEC. The group of rubidium atoms sits in the same
place, creating a "super atom." There are no longer
thousands of separate atoms. They all take on the
same qualities and, for our purposes, become one
blob.
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46 3.1 Temperature
ScienceCasts- The Coolest
Spot in the Universe
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47 3.1 Temperature
Where do the drops of water on
the cold window come from?
Is this water?
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48 3.1 Temperature
A phase change is a physical change
No chemical
reaction is
involved
Frozen or boiled water molecules
are still water molecules
Melted iron is still iron.
Molecules or atoms are
simply rearranged!
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49 3.1 Temperature
Phase changes
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50 3.1 Temperature
Melting point Boiling point
Temperature scale
Phase changes
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51 3.1 Temperature
How can we move from solid to liquid, and from liquid to gas?
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52 3.1 Temperature
How can we move from solid to liquid, and from liquid to gas?
By overcoming the intermolecular forces.
How?
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53 3.1 Temperature
Heat of
fusion
Heat of
vaporization
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54 3.1 Temperature
Adding more heat may not increase the
temperature during melting or boiling!
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55 3.1 Temperature
Heat of
fusion
Heat of
vaporization
∆Hv(joules/gram)
∆Hf(joules/gram)
Add heat to go from solid to liquid, and from liquid to gas.
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56 3.1 Temperature
Heat of
fusion
Heat of
vaporization
∆Hv(joules/gram)
∆Hf(joules/gram)
Remove heat to go from gas to liquid, and from liquid to solid.
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57 3.1 Temperature
Heat of
fusion
∆Hf (J/g)
Heat of
vaporization∆Hv (J/g)
Overcome
intermolecular
forces
Overcome
intermolecular
forces
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58 3.1 Temperature
phase change: a change in the way molecules are
physically arranged in space without chemically changing
the molecules themselves. For example, molecules are
tightly packed together in a liquid and far apart from each
other in a gas.
heat of vaporization, ∆Hv: the energy required to change
the phase of one gram of a material from liquid to gas, or
gas to liquid at constant temperature and constant pressure
at the boiling point.
heat of fusion, ∆Hf: the energy required to change the
phase of one gram of a material from liquid to solid or solid
to liquid at constant temperature and constant pressure at
the melting point.
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59 3.1 Temperature
• ENERGY CAN BE RELEASED OR ABSORBED DURING PHASE CHANGES!!!
Energy expended during a phase change MUST be conserved
and is no longer available to change the temperature of the
system!!!
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60 3.1 Temperature
Ice cubes with a temperature of –25oC are used to
cool off a glass of punch. Which absorbs more heat:
warming up the ice or melting the ice into water?
The specific heat of ice is 2.0 J/(g·oC).
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61 3.1 Temperature
Ice cubes with a temperature of –25oC are used to
cool off a glass of punch. Which absorbs more heat:
warming up the ice or melting the ice into water?
The specific heat of ice is 2.0 J/(g·oC).
Asked: Which absorbs more heat, warming ice by 25oC or melting it?
Given: The ice starts at –25oC. The specific heat of ice is 2.0 J/(g·oC).
∆Hf(water) = 335 J
Relationships: E = mcp(T2 – T1) and E = m∆Hf
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62 3.1 Temperature
Ice cubes with a temperature of –25oC are used to
cool off a glass of punch. Which absorbs more heat:
warming up the ice or melting the ice into water?
The specific heat of ice is 2.0 J/(g·oC).
Asked: Which absorbs more heat, warming ice by 25oC or melting it?
Given: The ice starts at –25oC. The specific heat of ice is 2.0 J/(g·oC).
∆Hf(water) = 335 J
Relationships: E = mcp(T2 – T1) and E = m∆Hf
Solve: First, let’s calculate the energy that it takes to warm up a gram of
ice from –25oC to 0oC.
So it takes 50 J to warm up 1 g of ice from –25oC to 0oC. The same
gram of ice takes 335 J to melt into liquid water.
2 1 501 2.0 25o opE mc T T g J g C JC
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63 3.1 Temperature
Asked: Which absorbs more heat, warming ice by 25oC or melting it?
Given: The ice starts at –25oC. The specific heat of ice is 2.0 J/(g·oC).
∆Hf(water) = 335 J
Relationships: E = mcp(T2 – T1) and E = m∆Hf
Solve: First, let’s calculate the energy that it takes to warm up a gram of
ice from –25oC to 0oC.
So it takes 50 J to warm up 1 g of ice from –25oC to 0oC. The same
gram of ice takes 335 J to melt into liquid water.
Ice cubes with a temperature of –25oC are used to
cool off a glass of punch. Which absorbs more heat:
warming up the ice or melting the ice into water?
The specific heat of ice is 2.0 J/(g·oC).
Answer: Changing phase (melting) absorbs 335 J per gram of ice but
warming the ice only absorbs 50 J/g. The phase change is
responsible for most of ice’s cooling effect on drinks!
2 1 501 2.0 25o opE mc T T g J g C JC
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64 3.1 Temperature
Where did the coffee go?
You left a cup of coffee in your warm room, then took off for the weekend.
Did someone finish your coffee while you were away?
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65 3.1 Temperature
evaporation: a phase change from liquid to gas at a
temperature below the boiling point.
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66 3.1 Temperature
Is the glass
“sweating”?
Where does the water on
the outside of the glass
come from?
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67 3.1 Temperature
Heat of
vaporization
Water molecules in the air (gas) lose energy when in contact with the
cold glass. This loss in thermal energy causes a phase change.
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68 3.1 Temperature
Where do the drops of water on
the cold window come from?
Is this water?
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69 3.1 Temperature
condensation: a phase change from gas to liquid;
a substance in its gas phase may condense at a
temperature below its boiling point.
latent heat: thermal energy that is absorbed or released
during a phase change.
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70 3.1 Temperature
Why?
In Denver, Colorado, water boils at 95oC (203oF) instead of
the usual 100oC (212oF).
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71 3.1 Temperature
In Denver, Colorado, water boils at 95oC (203oF) instead of
the usual 100oC (212oF).
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72 3.1 Temperature
Phase equilibrium diagram of water
A phase equilibrium diagram shows the relationship between temperature and
pressure and the resulting phase of matter!
Melting
point
Freezing
point
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73 3.1 Temperature
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74 3.1 Temperature
Sublimation is the phase change as a substance changes from a solid to
a gas without passing through the intermediate state of a liquid.
· Deposition is the phase change as a substance changes from a gas to a
solid without passing through the intermediate state of a liquid.
· TRIPLE POINT - The temperature and pressure at which the solid,
liquid, and gas phases exist simultaneously.
· CRITICAL POINT – The temperature above which a substance will always be a
gas regardless of the pressure.
· NOTE:
o The solid phase is more dense than the liquid phase. (EXCEPTION WATER)
o The line between the solid and gas phases is the equilibrium of solid and gas
phases at that specific pressure and temperature, i.e. a curve of all the
deposition/sublimation points.
o The line between the solid and liquid phases is the equilibrium of solid and
liquid phases at that specific pressure and temperature, i.e. a curve of all the
freezing/melting points.
o The line between the liquid and gas phases is the equilibrium of liquid and gas
phases at that specific pressure and temperature, i.e. a curve of all the
vaporization/condensation points.
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75 3.1 Temperature
Triple point
TRIPLE POINT = the temperature and pressure where the solid, liquid and
gas can all coexist in equilibrium……WOW….