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CHAPTER 2  Heat  Temperature and Conversions  Specific Heat.

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Presentation on theme: "CHAPTER 2  Heat  Temperature and Conversions  Specific Heat."— Presentation transcript:

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2 CHAPTER 2  Heat  Temperature and Conversions  Specific Heat

3 What is Energy?  The ability to move or change matter. (Units: Joules)  All physical and chemical changes involve energy!

4 Examples of Energy  Kinetic – energy of motion  KE = ½ mv 2  Potential – stored energy/energy of position  Light  Sound  Electricity  Heat (Thermal)  Chemical

5 Law of conservation of energy:  Energy cannot be created or destroyed during any chemical or physical change. Energy may be transferred between the system and surroundings Energy may change forms.

6 Energy and mass are related  Einstein derived an equation to show this relationship in 1905.  Nuclear reactions can create energy from mass.

7 Energy is transferred during physical and chemical changes:  Endothermic – energy is absorbed by the system +  Exothermic – energy is released into the surroundings -

8 What is Heat?  The transfer of energy between the particles of two objects due to a temperature difference between the two objects.  Heat always flows from hot to cold.  Measured in a calorimeter.  Units: Joules, Calories, or calories.

9 TEMPERATURE What is temperature?  Temperature is the measure of the average kinetic energy of all the particles within an object.  Measured with a thermometer.

10 Heat and temperature  The transfer of heat does not always result in a temperature increase. During phase changes, energy goes directly to changing the phase, not into increasing the kinetic energy of the particles.  EX. The heating curve for water.

11 The heating curve for water shows that temperature does NOT change during a phase change.

12 Heating curve points and definitions:  Melting point/ freezing point of water: 0º C  Boiling point of water: 100 º C  Heat of fusion – the amount of energy required to melt a solid  Heat of crystallization – the amount of energy released when a solid forms from a liquid  Heat of vaporization – the amount of energy required to change a liquid into a gas.

13 Scales to Measure Temperature  Fahrenheit Scale (U.S.A.)  Celsius Scale (everyone else)  Kelvin Scale (scientists)

14 How do Thermometers Work?  Usually contain alcohol or mercury.  Temperature increase (particles move faster), liquids expand  Temperature decreases (particles move slower), liquids contract

15 Absolute Zero  The lowest possible temperature  All motion STOPS.  Energy is minimal/absent.  In September 2003, MIT announced a record cold temperature of 450 pK, or 4.5 × 10-10 K in a Bose-Einstein condensate of sodium atoms. This was performed by Wolfgang Ketterle and colleagues at MIT.September 2003MITWolfgang Ketterle

16 SPECIFIC HEAT CAPACITY  Transfer of heat affects substances differently.  Measuring heat transferred to and absorbed by a substance under conditions of constant pressure yields specific heat capacity.

17 SPECIFIC HEAT CAPACITY Specific heat is defined as: The quantity of heat required to raise 1 gram of a substance 1°C or 1 K. Symbol: Cp The p symbolizes that the measurements were taken under constant pressure. Units = Joules/ gram °C or J/gK J/g°C

18 Sample Cp values  Metals have low specific heat values which allows them to heat up with little added energy.  Iron 0.449 J/g°C  Copper 0.385 J/g°C  Platinum 0.133 J/g°C  Water has a relatively high specific heat 4.184 J/g °C

19 Questions:  Which would heat up faster, 5.00 grams of iron or 5.00 grams of water?  Which would cool down faster, 5.00 grams of iron or 5.00 grams of water?  Which is a better thermal conductor?  Which is a better insulator?

20 MEASURING HEAT and SPECIFIC HEAT Must use a calorimeter. Find the change in temperature:  T = (delta T) change in temperature in °C  T = T final – T initial

21 SPECIFIC HEAT CALCULATIONS q =m x Cp x  T

22 Rearrange the formula: m= q/Cp  T Cp = q/ m  T  T = q/ m Cp


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