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Thermal Physics www.njctl.org Slide 3 / 163 Slide 4 / 163 Thermal - PDF document

Slide 1 / 163 Slide 2 / 163 Thermal Physics www.njctl.org Slide 3 / 163 Slide 4 / 163 Thermal Physics Temperature, Thermal Equilibrium and Thermometers Thermal Expansion Heat and Temperature Change Thermal Equilibrium : Heat


  1. Slide 1 / 163 Slide 2 / 163 Thermal Physics www.njctl.org Slide 3 / 163 Slide 4 / 163 Thermal Physics Temperature, Thermal Equilibrium and Thermometers · Thermal Expansion · Heat and Temperature Change · Thermal Equilibrium : Heat Calculations · Phase Transitions · Heat Transfer · Temperature, Thermal Equilibrium Gas Laws · Kinetic Theory · and Thermometers Click on the topic to go to that section Internal Energy · Work in Thermodynamics · First Law of Thermodynamics · Thermodynamic Processes · Second Law of Thermodynamics · Heat Engines · Return to Table of Contents Entropy and Disorder · Slide 5 / 163 Slide 6 / 163 Temperature and Heat Temperature Here are some definitions of temperature: In everyday language, many of us use the terms temperature A measure of the warmth or coldness of an object or substance with · and heat interchangeably reference to some standard value. But in physics, these terms have very different meanings. Any of various standardized numerical measures of this ability, such · Think about this… as the Kelvin, Fahrenheit, and Celsius scale. When you touch a piece of metal and a piece of wood both · A measure of the ability of a substance, or more generally of any · resting in front of you, which feels warmer? physical system, to transfer heat energy to another physical system. When do you feel warmer when the air around you is 90°F · and dry or when it is 90°F and very humid? A measure of the average kinetic energy of the particles in a sample · In both cases the temperatures of what you are feeling is · of matter, expressed in terms of units or degrees designated on a the same. Why then are you feeling a difference? standard scale. In this unit, we will learn about temperature, heat, and the laws of thermodynamics that relate heat, mechanical work We'll consider each of these definitions in this unit. and other forms of energy.

  2. Slide 7 / 163 Slide 8 / 163 Thermometers Thermometers and Thermal Equilibrium To measure temperature of a substance, we need... 1 . A measuring device (Thermometer) that changes visibly and is calibrated to a scale. Thermometers relate the change in a physical property of substance to temperature. Examples include: > The change of volume of a gas or liquid > The change in length of a metal strip or wire > The light or infrared radiation emitted by an object 2 . To bring the Thermometer into contact with the substance > When the thermometer has settled on a value, we say that the thermometer and the substance are in Thermal Equilibrium Slide 9 / 163 Slide 10 / 163 Temperature Scales Temperature Scales Recall that temperature can be defined as... a measure of the warmth or coldness of an object or · substance with reference to some standardized numerical measures or scales Three common scales are: CO 2 Solidifies Fahrenheit (°F) - used mainly in the USA · O 2 Liquifies Celsius (°C) - used in most of the world · Kelvin (K) - used in the physical sciences · > also known as the Absolute Temperature Scale Kelvin Celsius Fahrenheit Slide 11 / 163 Slide 12 / 163 Temperature Conversions 1 Which temperature scale does not have negative values? A Fahrenheit Celsius # Fahrenheit B Celsius C Kelvin D All the above Celsius # Kelvin E None of the above

  3. Slide 12 (Answer) / 163 Slide 13 / 163 1 Which temperature scale does not have negative values? 2 Water freezes at 32°F. What temperature would this be on the Celsius scale? A Fahrenheit A 32 °C B Celsius B 0° C C Kelvin C 25° C Answer D All the above C Kelvin D 212°C E None of the above E 100° C [This object is a pull tab] Slide 13 (Answer) / 163 Slide 14 / 163 2 Water freezes at 32°F. What temperature would this be on the 3 Water boils at 100° C. What temperature would this be on the Celsius scale? Fahrenheit scale? A 32 °C A 32 °F B 0° C B 100° F C 25° C C 0° F Answer B 0°C D 212°C D 212° F E 100° C E 180° F [This object is a pull tab] Slide 14 (Answer) / 163 Slide 15 / 163 3 Water boils at 100° C. What temperature would this be on the 4 “Room temperature” is often taken to be 68 °F; what is this on the Fahrenheit scale? Celsius scale? A 32 °F A 34 ° C B 100° F B 37.78° C C 0° F C 5.78° C Answer D 212°F D 212° F D 20° C E 180° F E 52° C [This object is a pull tab]

  4. Slide 15 (Answer) / 163 Slide 16 / 163 4 “Room temperature” is often taken to be 68 °F; what is this on the 5 The coldest temperature recorded on earth was − 89.2 °C at the Celsius scale? Soviet Vostok Station in Antarctica, on July 21, 1983. What would a Fahrenheit scale thermometer have measured? A 34 ° C B 37.78° C C 5.78° C Answer D 20°C D 20° C use T C = (T F - 32) /1.8 E 52° C [This object is a pull tab] Slide 16 (Answer) / 163 Slide 17 / 163 5 The coldest temperature recorded on earth was − 89.2 °C at the 6 The coldest temperature recorded on earth was − 89.2 °C at the Soviet Vostok Station in Antarctica, on July 21, 1983. What would a Soviet Vostok Station in Antarctica, on July 21, 1983. What would a Fahrenheit scale thermometer have measured? Kelvin scale thermometer have measured? Answer T F = 1.8T C + 32 = 1.8(89.2) + 32 = - 128.6 °F [This object is a pull tab] Slide 17 (Answer) / 163 Slide 18 / 163 Thermal Equilibrium: The Zeroth Law of 6 The coldest temperature recorded on earth was − 89.2 °C at the Soviet Vostok Station in Antarctica, on July 21, 1983. What would a Thermodynamics Kelvin scale thermometer have measured? Two objects placed in thermal contact will eventually come to the same temperature. When they do, we say they are in thermal equilibrium. The zeroth law of thermodynamics says that if two objects are each in equilibrium with a third object, they are also in thermal Answer equilibrium with each other. T K = T C + 273 = -89.2 + 273 = 183.8 K T 3 T 1 T 2 [This object is a pull tab] That is if T 1 = T 3 and T 2 = T 3 then T 1 = T 2

  5. Slide 19 / 163 Slide 20 / 163 Thermal Conductors and Insulators 7 Three objects A, B, and C initially have different temperatures T A >T B >T C . Objects A and B are separated by an insulating plate but they are in contact with object C through a conducting plate. Which of the following is true when objects A and B reach thermal equilibrium with object C? Conductors - materials that allow heat to flow easily (metals) Insulators - materials that slow or block heat flow (wood, plastic, fiberglass) A The temperatures of all three objects do not change B Object A has a higher temperature than Object B and Object C C Object C has a higher temperature than Object A and Object B D Object B has a higher temperature than Object A and Object C E All three objects have the same temperature Slide 20 (Answer) / 163 Slide 21 / 163 7 Three objects A, B, and C initially have different temperatures T A >T B >T C . Objects A and B are separated by an insulating plate but they are in contact with object C through a conducting plate. Which of the following is true when objects A and B reach thermal equilibrium with object C? Answer Thermal Expansion E All three objects have the same A The temperatures of all three objects do not change temperature B Object A has a higher temperature than Object B and Object C C Object C has a higher temperature than Object A and Object B [This object is a pull tab] D Object B has a higher temperature than Object A and Object C E All three objects have the same temperature Return to Table of Contents Slide 22 / 163 Slide 23 / 163 Thermal Expansion Linear Expansion Suppose a rod composed of some substance has a length L 0 at Most materials expand when their temperatures increase. · an initial temperature of T 0 . Liquids expand in a thermometer. · If the temperature is changed by ∆T, the length changes by ∆L. A tight metal jar lid can be loosened by running it in hot water. · If ∆T is not too large, ∆L is directly proportional to ∆T. These are examples of thermal expansion. · L 0 T 0 We consider two types of thermal expansion: · T 0 +∆T > Linear L = L 0 +∆L > Volume The change in length is ∆L = α L 0 ∆T where α is the coefficient of linear expansion

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