A g ball is dropped from an altitude of 2. 0 km

Slides:



Advertisements
Similar presentations
Chapter 9 Thermal Energy
Advertisements

Heat Chapter 9 &10. Kinetic-molecular Theory Matter is made up of many tiny particles that are always in motion In a hot body the particles move faster.
Heat, Temperature, Heat Transfer & Thermodynamics
Thermal Energy Milbank High School. Sec Temperature and Thermal Energy Objectives –Describe the nature of thermal energy –Define temperature and.
Thermodynamics is a Study of heat. A major topic of in this field Is the Kinetic-Molecular Theory.
Forms of Energy  Kinetic Energy – due to the movement of an object. As the blocks move they lose potential energy but it is converted to kinetic Kinetic.
A 50.0 g ball is dropped from an altitude of 2.0 km. Calculate: U i, K max, & W done through the fall.
 Matter takes up space and has mass  Matter is made of atoms, usually chemically bonded into molecules  Exists in different states.
Chapter 6.  Temperature ◦ Is something hot or cold? ◦ Relative measure.
Thermodynamics is a Study of heat. A major topic of in this field Is the Kinetic-Molecular Theory.
Chapter 12 Thermal Energy Glencoe 2005 Honors Physics Bloom High School.
IB Physics Topic 3 – Introduction to Thermo physics Mr. Jean.
NOTES-Chapter 12 Thermal Energy. Heat is defined and expressed by the Kinetic Molecular Theory of heat.
Kinetic-Molecular Theory States that matter is made up of many tiny particles that are always in motion.
Thermodynamics. Thermodynamics – The study of heat transformation. Temperature – A measure of the average kinetic energy of the particles in an object.average.
Chapters KD-7 Thermodynamics. Thermal Energy Thermal energy-The internal kinetic and potential energy of molecules.
Thermodynamics. What is Temperature Temperature is a measure of the kinetic energy of matter. Collision between molecules causes energy transfer Motion.
The Zeroth Law of Thermodynamics
Chapter 12: Thermal Energy What’s hot and what’s not…
A. Kinetic Molecular Theory Kinet ic Theory of Matter Tiny, constantly moving particles make up all matter. Tem perature A measure of the average kinetic.
Chapter 5 Section 1: Temperature, Thermal Energy, and Heat.
Chapter 5 Thermal Energy
Chapters 13 & 17 Phases and Heat. Phases of Matter Chapter 13.
Chapter 12 Thermal Energy.
CH. 12 Thermal Energy Sec. 12.1: Temperature & Thermal Energy.
Thermal Energy & Energy Transfer. Kinetic-Molecular Theory in a hot body, the particles move faster, and thus have a higher energy than particles in a.
Thermal Energy & Heat 1.Temperature – The measure of the average kinetic energy of the particles that make up a substance. 2.Temperature Scales – Fahrenheit,
Heat, Temperature, Heat Transfer, Thermal Expansion & Thermodynamics.
Physics 101 Lecture 10. Thermal Physics Applications of Newton’s Laws to Large Number of Particles Can’t apply Newton’s Laws to large number of particles.
Thermal Energy A. Temperature & Heat 1. Temperature is related to the average kinetic energy of the particles in a substance. 1.
Phases of Matter, Bonding and Intermolecular Forces
Temperature Scales Absolute zero Fahrenheit - Celsius - Kelvin -
Thermochemistry CHAPTER 17.
Topic: Matter & Energy Aim: How can the amount of energy gained or lost by a system be calculated? Do Now: What Celsius temperature is the equivalent of.
Thermochemistry.
Energy Transfer and Thermal Equilibrium
THERMAL ENERGY.
Lecture 33 Temperature and Thermal Energy Ozgur Unal
Unit 5 Heat Energy Heat energy is the random movement of molecules
Thermodynamics.
UNIT 3: ENERGY.
Temperature Scales Absolute zero Fahrenheit - Celsius - Kelvin -
Chapter 9 – Heat and States of Matter
Chapter 10 Energy.
Energy & Calorimetry THERMOCHEMISTRY.
Temperature and Heat Unit 6: Thermal Energy.
Heat versus Temperature
Reaction Energy.
Heat and Heat Transfer Heat.
Thermodynamics Heat.
Heat, Temperature, Heat Transfer, Thermal Expansion & Thermodynamics
Kelvin, Celsius, Fahrenheit Kelvin, Celsius, Fahrenheit
Thermodynamics.
Heat and Temperature: Temperature Energy Transfer Using Heat
THERMOCHEMISTRY Thermochemistry is the study of the motion of heat energy as it is transferred from the system to the surrounding or from the surrounding.
Calculating Energy Changes at Phase Changes
Thermal Energy and Matter
HEATING CURVES.
Thermodynamics Chapter 18.
Calculating Energy Changes at Phase Changes
Chapter 4A: Physical Behavior of Matter
Heat, Temperature, & Thermodynamics
Calculating Energy Changes at Phase Changes
Enthalpy of formation 2Al(s) + Fe2O3(s)  Al2O3(s) + 2Fe(s)
Phases and Heat Chapters 13 & 17.
Temperature and Thermal Energy
Kinetic and Potential Energy on the Nanoscale
Do Now: Just to review before we start…
Calculating Energy Changes at Phase Changes
Heat, Temperature, Heat Transfer, Thermal Expansion & Thermodynamics
Presentation transcript:

A 50. 0 g ball is dropped from an altitude of 2. 0 km A 50.0 g ball is dropped from an altitude of 2.0 km. Calculate: Ui, Kmax, & W done through the fall

Chapter 12 Thermal Energy

Thermodynamics The movement of heat

Kinetic Theory All matter is made up of tiny particles All particles are in constant motion All collisions are elastic

A measure of average kinetic energy Temperature A measure of average kinetic energy

A measure of heat intensity Temperature A measure of heat intensity

Thermal Equilibrium When the average kinetic energy of two or more substances become equal; thus their particles have the same exchange rate

Because it is a measure of average kinetic energy, temperature is related to the motion of particles (atoms, molecules, ions, etc)

Thermometer A device, calibrated to some temp scale, that is allowed to come to thermal equilibrium with something else

Temperature Scales Celsius (oC) Kelvin (K) Based on MP & BP of water Based of absolute temperature

Temperature Scales K = oC + 273

Convert Temperatures 100 K = ___ oC 100 oC = ___ K

A form of energy that flows due to temperature differences Heat A form of energy that flows due to temperature differences

Heat (Q) Because particles at higher temp. move faster than particles at a lower temp., the net flow of heat is Hot to Cold

Heat (Q) Heat will continue to have net flow from H  C as long as there is a temperature difference

Heat (Q) When there is no temperature differences, the system has reached thermal equilibrium

The movement of energy by means other than temperature difference Work The movement of energy by means other than temperature difference

1st Law of Thermo. The increase in thermal energy = sum of heat added & work done to a system

1st Law of Thermo. DE = Q + W

In Most Engines Heat is added by some high energy source (gas) Work is done by the engine

In Most Engines DE = Q + W But W < 0

A measure of the disorder in a system Entropy A measure of the disorder in a system

In natural processes, entropy increases 2nd Law of Thermo. In natural processes, entropy increases

When fuel is burned, entropy is increased

The thermal energy required to raise 1 unit mass of matter 1 degree Specific Heat (C) The thermal energy required to raise 1 unit mass of matter 1 degree

The thermal energy required to raise 1 kg of matter 1 degree K Specific Heat (C) The thermal energy required to raise 1 kg of matter 1 degree K

Heat transfer = mass x specific heat x the temperature change Heat (Q or DH) Heat transfer = mass x specific heat x the temperature change Q = mCDT

Calculate the heat required to raise 50. 0 g of water from 25 Calculate the heat required to raise 50.0 g of water from 25.0oC to 65.0oC. Cwater = 4180 J/kgK

Calculate the heat required to raise 250.0 g of lead from -25.0oC to 175.0oC. Clead = 130 J/kgK

28 kJ of heat was required to raise the temperature of 100 28 kJ of heat was required to raise the temperature of 100.0 g of a substance from -125oC to 575oC. Calculate: C

3. 6 kJ of heat was required to raise the temperature of 10 3.6 kJ of heat was required to raise the temperature of 10.0 g of a substance from -22oC to 578oC. Calculate: C

The total energy of an isolated system is constant Conservation of Heat The total energy of an isolated system is constant

Because the total amount of heat is constant Conservation of Heat Because the total amount of heat is constant q or DHsystem = 0

Conservation of Heat q or DHsystem = 0 DHsys = DH1 + DH2 + .. qsys = q1 + Dq2 + ..= 0

qsys = q1 + Dq2 = 0 Conservation of Heat mCDT1 + mCDT2 = 0

qsys = qgained + qlost qgained = - qlost Conservation of Heat mCDTgain = - mCDTlost

A 50.0 g slug of metal at 77.0 oC is added to 500. g water at 25.0oC. Teq= 27.0oC. Calculate: Cmetal Cwater = 4180 J/kgK

A 200.0 g slug of metal at 77.5 oC is added to 400. g water at 25.0oC. Teq= 27.5oC. Calculate: Cmetal Cwater = 4180 J/kgK

Solving Mixture Temperatures qsystem = 0 qsystem = qhot + qcold mCDThot = -mCDTcold DT = Tf – Ti mC(Tf – Ti)hot = -mC(Tf – Ti)cold

Conservation of Heat mChTf - mChTh +mCcTf - mCcTc = 0

Conservation of Heat mChTf - mChTh = -mCcTf + mCcTc

20. 0 g of water at 25. 0oC is added to 30. 0 g water at 75. 0oC 20.0 g of water at 25.0oC is added to 30.0 g water at 75.0oC. Calculate: Teq Cwater = 4180 J/kgK

500. g of water at 75. 0oC is added to 300. g water in a 200 500. g of water at 75.0oC is added to 300. g water in a 200. g calorimeter all at 25.0oC. Calculate: Teq Cwater = 4180 J/kgK Ccal = 1000 J/kgK

A 500. 0 g slug of metal at 87. 5. oC is added to 4. 0 kg water in a 1 A 500.0 g slug of metal at 87.5.oC is added to 4.0 kg water in a 1.0 kg can at 25.0oC. Teq= 27.5oC. Calculate: Cmetal Cwater = 4180 J/kgK Ccan = 1.0 J/gK

States of Matter Solid Liquid Gas

Solid Has definite size & definite shape Particles vibrate at fixed positions

Liquid Has definite size but no definite shape Particles vibrate at moving positions

Gas Has neither size nor shape Particles move at random

When a substance changes from one state of matter to another Change of State When a substance changes from one state of matter to another

Change of state involves an energy change

Changes of State Melting-Freezing Boiling-Condensation Sublimation-Deposition

Melting Point The temperature at which a solid is at dynamic equilibrium with its liquid. Freezing Point (Same)

Boiling Point The temperature at which a liquid is at dynamic equilibrium with its gas. Condensation Point (Same)

Changes of State During changes of state, the temperature remains constant; all energy is used to change the state

Heat of Fusion (Hf) The heat required to melt one unit mass of a substance at its MP

Heat of Fusion (Hf) Hf water = 3.34 x 105 J/kg Hf water = 334 J/g

Heat of Vaporization (HV) The heat required to vaporize one unit mass of a substance at its BP

Heat of Vaporization (HV) Hv water = 2.26 x 106 J/kg Hv water = 2260 J/g

Change of State q = mH

Changes of State qf = mHf qv = mHv

Calculate the heat required to change 250 g ice to water at its MP: Hf = 3.34 x 105 J/kg

Calculate the heat required to boil 400 g of water at its BP: HV = 2 Calculate the heat required to boil 400 g of water at its BP: HV = 2.26 x 106 J/kg

Calculate the heat change when the temperature of 2 Calculate the heat change when the temperature of 2.0 kg H2O is changed from 50oC to 150oC:

Calculate the heat change when the temperature of 4 Calculate the heat change when the temperature of 4.0 kg H2O is changed from -25.0oC to 125.0oC:

Constants for Water Hf = 3.34 x 105 J/kg Hv = 2.26 x 106 J/kg Cice = 2060 J/kgK Cwater = 4180 J/kgK Csteam = 2020 J/kgK

Total DE equal work done plus heat added to it 1st Law of Thermo Total DE equal work done plus heat added to it DE = Q + W

Heat Engine Any engine that converts heat energy to mechanical energy (Steam, internal combustion, etc.)

Heat Pumps & Refrigerators Use pressure changes & the heat of vaporization to transfer heat from cold to hot

The total entropy of an isolated system always increases 2nd Law of Thermo The total entropy of an isolated system always increases

20. 0 g of lead at 75. 0oC is added to 100. 0 g water at 25. 0oC 20.0 g of lead at 75.0oC is added to 100.0 g water at 25.0oC. Calculate: Teq Cwater = 4180 J/kgK Clead = 130. J/kgK

50. 0 g of milk at 5. 00oC is added to 500. 0 g coffee in a 400 50.0 g of milk at 5.00oC is added to 500.0 g coffee in a 400.0 g cup at 75.0oC. Calculate: Teq Ccoffee = 4.00 J/gK Ccup = 1.50 J/gK Cmilk = 3.50 J/gK

Ti = 25.0oC Tf = 200.0oC BP = 100.0oC MP = 0.0oC Mass of H2O = 5.00 kg Calculate: Qtotal Cice= 2.06 J/gK, Hv = 2260 J/g Cwater= 4.18 J/gK, Hf = 334 J/g Csteam= 2.02 J/gK

Ti = -50.0oC Tf = 300.0oC BP = 100.0oC MP = 0.0oC Mass of H2O = 5.00 kg Calculate: Qtotal Cice= 2.06 J/gK, Hv = 2260 J/g Cwater= 4.18 J/gK, Hf = 334 J/g Csteam= 2.02 J/gK

20. 0 g of lead at 75. 0oC is added to 100. 0 g water at 25. 0oC 20.0 g of lead at 75.0oC is added to 100.0 g water at 25.0oC. Calculate: Teq Cwater = 4180 J/kgK Clead = 130. J/kgK

A 500. 0 g slug of metal at 86. 5. oC is added to 4. 0 kg water in a 2 A 500.0 g slug of metal at 86.5.oC is added to 4.0 kg water in a 2.0 kg can at 24.0oC. Teq= 26.5oC. Calculate: Cmetal Cwater = 4180 J/kgK Ccan = 1.0 J/gK

A 50. 0 g of ice at -20. 0 oC is added to 2. 0 kg water in a 1 A 50.0 g of ice at -20.0 oC is added to 2.0 kg water in a 1.0 kg can at 25.0oC. Calculate: Teq Cw = 4180 J/kgK Cc = 1.0 J/gK Cice = 2.06 J/gK Hf = 340 J/g

A 50. 0 g of steam at 120. 0 oC is added to 2. 0 kg water in a 1 A 50.0 g of steam at 120.0 oC is added to 2.0 kg water in a 1.0 kg can at 20.0oC. Calculate: Teq Cw = 4180 J/kgK Cc = 1.0 J/gK HV = 2260 J/g

Constants will be on the board A 400.0 g of steam at 125.0 oC is added to 2.0 kg ice in a 1.0 kg can at -20.0oC. Calculate: Teq Constants will be on the board