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Thermal Physics

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Page 1: Thermal Physics. TEMPERATURE measures the tendency for energy to leave an object spontaneously a measure of the average kinetic energy of the molecules

Thermal Physics

Page 2: Thermal Physics. TEMPERATURE measures the tendency for energy to leave an object spontaneously a measure of the average kinetic energy of the molecules

TEMPERATURE

•measures the tendency for energy to leave an object spontaneously•a measure of the average kinetic energy of the molecules in the object

Will both fingers feel the same temperature when they'reput in the warm water?

Page 3: Thermal Physics. TEMPERATURE measures the tendency for energy to leave an object spontaneously a measure of the average kinetic energy of the molecules

Thermal Equilibrium

•Two objects in contact are said to be in equilibrium if their temperatures are the same

Does the thermometer measure the temperature the water had before the thermometer was put in?

Zeroth law of equilibrium

If body A is in thermal equilibrium with body B and body B is in thermal equilibrium with body C, then body A is in thermal equilibrium with body C.

Page 4: Thermal Physics. TEMPERATURE measures the tendency for energy to leave an object spontaneously a measure of the average kinetic energy of the molecules

Kelvin and Celcius Temperature Scales

•Temperature is a direct measure the average translational KE of the molecules or atoms in the material•High temperature high average KE

The Kelvin scale directly measures the average KE of the molecules

Kelvin is identical to Celcius except the zero point is set at -273.15o CCC

Page 5: Thermal Physics. TEMPERATURE measures the tendency for energy to leave an object spontaneously a measure of the average kinetic energy of the molecules

Internal Energy, U

•The sum total of all the energy associated with molecular motions and positions

Page 6: Thermal Physics. TEMPERATURE measures the tendency for energy to leave an object spontaneously a measure of the average kinetic energy of the molecules

Work & Heat

•Work has been done ..if the energy exchange is associated with organized motion of molecules in the surroundings

Page 7: Thermal Physics. TEMPERATURE measures the tendency for energy to leave an object spontaneously a measure of the average kinetic energy of the molecules

Work & Heat

•Heat.. the transfer of energy is a result of random motions in the surroundings•Heat can be transferred only between systems that are at different temperatures

Page 8: Thermal Physics. TEMPERATURE measures the tendency for energy to leave an object spontaneously a measure of the average kinetic energy of the molecules

First Law of Thermodynamics

Page 9: Thermal Physics. TEMPERATURE measures the tendency for energy to leave an object spontaneously a measure of the average kinetic energy of the molecules

Heat Transfer Mechanisms

Page 10: Thermal Physics. TEMPERATURE measures the tendency for energy to leave an object spontaneously a measure of the average kinetic energy of the molecules

CONVECTION

Convection is the process in which heat is carried from one placeto another by the bulk movement of a fluid

convection currents

Page 11: Thermal Physics. TEMPERATURE measures the tendency for energy to leave an object spontaneously a measure of the average kinetic energy of the molecules

CONDUCTION

Conduction is the process whereby heat is transferred directly througha material

One mechanism for conduction occurs when the atoms or moleculesin a hotter part of the material vibrate or move with greater energy thanthose in a cooler part.

By means of collisions, the more energetic molecules pass on some oftheir energy to their less energetic neighbors.

Page 12: Thermal Physics. TEMPERATURE measures the tendency for energy to leave an object spontaneously a measure of the average kinetic energy of the molecules

CONDUCTION OF HEAT THROUGH A MATERIAL

The heat Q conducted during a time t through a bar of lengthL and cross-sectional area A is

L

tTkAQ

SI Units of Thermal Conductivity: J/(s·m·Co)

thermalconductivity

Page 13: Thermal Physics. TEMPERATURE measures the tendency for energy to leave an object spontaneously a measure of the average kinetic energy of the molecules
Page 14: Thermal Physics. TEMPERATURE measures the tendency for energy to leave an object spontaneously a measure of the average kinetic energy of the molecules

THERMAL RADIATION

Radiation is the process in whichenergy is transferred by means ofelectromagnetic wavesIt doesn’t need a material medium between the two systems exchanging heat.

Page 15: Thermal Physics. TEMPERATURE measures the tendency for energy to leave an object spontaneously a measure of the average kinetic energy of the molecules

IDEAL GAS

ASSUMPTIONS ABOUT THE GAS1. On average, the space between molecules is much larger than the actual size of the molecules2. Molecules collide elastically with the container walls and each other3. While molecules exert forces on each other during a collision, there are no long-range forces between them, so there is no internal potential energy

Page 16: Thermal Physics. TEMPERATURE measures the tendency for energy to leave an object spontaneously a measure of the average kinetic energy of the molecules

Boyle’s Law - Temperature and moles of gas are held constant

pV = p’V’

The relationship between volume and pressure in a contained gas is an indirect proportion

Page 17: Thermal Physics. TEMPERATURE measures the tendency for energy to leave an object spontaneously a measure of the average kinetic energy of the molecules
Page 18: Thermal Physics. TEMPERATURE measures the tendency for energy to leave an object spontaneously a measure of the average kinetic energy of the molecules

Kinetic Molecular Theory

A molecule of mass m collides elastically with one wall

∆p = -mv – mv = -2mv

a = L

∆t = 2L / v

Page 19: Thermal Physics. TEMPERATURE measures the tendency for energy to leave an object spontaneously a measure of the average kinetic energy of the molecules

fav = ∆p / ∆t = -2mv/ (2L/ v) = mv2/ L

P = fav / area = fav / L2

Assume 1/3 of all molecules are moving in this back-and -forth manner…

P = 1/3 N (mv2/ L3) = 1/3 N (mv2/ V)

PV = 1/3 N (mv2) = 2/3 N (1/2mv2) = 2/3N(KEav)

PV = nRT = NkT

k = R/6.02 x 1023 = 1.38 x 10-23 J/K (k = Botlzmann’s constant)

KE = 3/2 kT U = 3/2NkT = 3/2nRT