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C H A P T E R 12 Temperature and Heat. 12.1 Common Temperature Scales.

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Presentation on theme: "C H A P T E R 12 Temperature and Heat. 12.1 Common Temperature Scales."— Presentation transcript:

1 C H A P T E R 12 Temperature and Heat

2

3 12.1 Common Temperature Scales

4 Temperature Conversion Fahrenheit scale Celsius scale Boiling point212100 Unknown Tf Tf Tc Tc Freezing point320

5 Temperature Conversion Temperature conversion equations can be obtained by comparing the temperature difference ratios as follows, Fahrenheit scale Celsius scale Boiling point212100 Unknown temperature Tf Tf Tc Tc Freezing point320

6 Temperature Conversion Fahrenheit scale Celsius scale Boiling point212100 Unknown Tf Tf Tc Tc Freezing point320 Temperature conversion equations can be obtained by comparing the temperature difference ratios as follows,

7 Temperature Conversion

8 12.2 The Kelvin Temperature Scale Kelvin temperature scale has greater scientific significance. It was introduced by Kelvin (1824–1907). A temperature of 300 K (not 300 °K) is read as “three hundred kelvins,” not “three hundred degrees kelvin.” The kelvin is the SI base unit for temperature.

9 Constant-volume Gas Thermometer

10 Absolute Zero Temperature

11 The temperature at which the absolute pressure of the gas is zero, is the absolute temperature. It is found to be –273.15 0 C or 0 K.

12 The Kelvin Temperature The Kelvin temperature is obtained by adding 273.15 to the Celsius temperature as follows,

13 0 C and C 0 Q: What is the difference between degrees Celsius ( 0 C) and Celsius degrees (C 0 )?

14 0 C and C 0 Q: What is the difference between degrees Celsius ( 0 C) and Celsius degrees (C 0 )? A: Temperature is expressed in degrees Celsius ( 0 C) and temperature difference is expressed in Celsius degrees (C 0 ).

15 Converting Temp Differences

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17 12.3 Thermometers All thermometers make use of the change in some physical property with temperature. A property that changes with temperature is called a thermometric property.

18 Thermometric Properties ThermometerThermometric Property Mercury thermometerLength of mercury column Constant-volume gas thermometerPressure of the gas ThermocoupleVoltage Thermogram or Ear thermometerInfrared radiation

19 Thermocouple

20 Thermography The breast in this thermograph has an invasive carcinoma (cancer) and registers colors from red to yellow/white, indicating markedly elevated temperatures.

21 Thermography Thermogram showing a smoker’s forearms before (left) and 5 minutes after (right) he has smoked a cigarette. Temperatures range from over 34 °C (white) to about 28 °C (blue).

22 Thermography This thermogram shows the 1997/98 El Niño, a region (red) of the Pacific Ocean that had abnormally high temperatures.

23 12.4 Linear Thermal Expansion

24 The change in length is given by the following equation, where α is the coefficient of linear expansion.

25 Area Expansion The area A 0 of an object changes by an amount  when its temperature changes by an amount  T: where α is the coefficient of linear expansion.

26 Volume Expansion The volume V 0 of an object changes by an amount  V when its temperature changes by an amount  T: where  is the coefficient of volume expansion.

27 TABLE 12.1 Coefficients of Thermal Expansion for Solids and Liquids a Coefficient of Thermal Expansion, (C°) -1 Substance Linear (  )Volumetric (  ) Solids Aluminum23 × 10 -6 69 × 10 -6 Brass19 × 10 -6 57 × 10 -6 Concrete12 × 10 -6 36 × 10 -6 Copper17 × 10 -6 51 × 10 -6 Glass (common)8.5 × 10 -6 26 × 10 -6 Glass (Pyrex)3.3 × 10 -6 9.9 × 10 -6 Gold14 × 10 -6 42 × 10 -6 Iron or steel12 × 10 -6 36 × 10 -6 Lead29 × 10 -6 87 × 10 -6 Nickel13 × 10 -6 39 × 10 -6

28 Volumetric Thermal Expansion Coefficient (C°) -1 Liquids b Benzene—1240 × 10 -6 Carbon tetrachloride—1240 × 10 -6 Ethyl alcohol—1120 × 10 -6 Gasoline—950 × 10 -6 Mercury—182 × 10 -6 Methyl alcohol—1200 × 10 -6 Water—207 × 10 -6

29 Coolant Reservoir Q: Why vehicles need a coolant reservoir?

30 Coolant Reservoir Q: Why vehicles need a coolant reservoir? A: For catching the overflow coolant from the radiator.

31 EX-3 Buckling of a Sidewalk

32 Expansion Joint in a Bridge.

33 An antiscalding Device. Each year thousands of children are taken to emergency rooms suffering from burns caused by scalding tap water. Such accidents can be reduced with the aid of the antiscalding device shown above.

34 The Bimetallic Strip

35 Bimetallic Switch A bimetallic strip controls whether this coffee pot is (a) “on” (strip cool, straight) or (b) “off” (strip hot, bent).

36 The Expansion of Holes Do Holes Expand or Contract When the Temperature Increases?

37 The Expansion of Holes Do Holes Expand or Contract When the Temperature Increases? Answer: Expand.

38 Unusual Expansion of Water Most substances contract upon cooling. But, water expands while cooling from 4 0 C until it freezes.

39 Water Temperature of a Frigid Cold Lake The fact that water has its greatest density at 4 °C, rather than at 0 °C, has important consequences for the way in which a lake freezes. When the air temperature drops, the surface layer of water is chilled. As the temperature of the surface layer drops toward 4 °C, this layer becomes more dense than the warmer water below. The denser water sinks and pushes up the deeper and warmer water, which in turn is chilled at the surface. This process continues until the temperature of the entire lake reaches 4 °C. Further cooling of the surface water below 4 °C makes it less dense than the deeper layers; consequently, the surface layer does not sink but stays on top. Continued cooling of the top layer to 0 °C leads to the formation of ice hat floats on the water, because ice has a smaller density than water at any temperature. Below the ice, however, the water temperature remains above 0 °C. The sheet of ice acts as an insulator that reduces the loss of heat from the lake, especially if the ice is covered with a blanket of snow, which is also an insulator. As a result, lakes usually do not freeze solid, even during prolonged cold spells, so fish and other aquatic life can survive.

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42 Bursting Water Pipes As water freezes and expands, enormous pressure is applied to the liquid water between the ice and the faucet.


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