DEVIL PHYSICS THE BADDEST CLASS ON CAMPUS IB PHYSICS

Similar documents
DEVIL PHYSICS THE BADDEST CLASS ON CAMPUS IB PHYSICS

Chapter 12: Nuclear Reaction

NJCTL.org 2015 AP Physics 2 Nuclear Physics

Nuclear Physics Questions. 1. What particles make up the nucleus? What is the general term for them? What are those particles composed of?

Atomic and Nuclear Physics. Topic 7.3 Nuclear Reactions

Multiple Choice Questions

Slide 1 / 57. Nuclear Physics & Nuclear Reactions Practice Problems

Preview. Subatomic Physics Section 1. Section 1 The Nucleus. Section 2 Nuclear Decay. Section 3 Nuclear Reactions. Section 4 Particle Physics

Binding Energy and Mass defect

Fission and Fusion Book pg cgrahamphysics.com 2016

10.4 Fission and Fusion

Chapter 22. Preview. Objectives Properties of the Nucleus Nuclear Stability Binding Energy Sample Problem. Section 1 The Nucleus

Chapter 13 Nuclear physics

DEVIL PHYSICS THE BADDEST CLASS ON CAMPUS IB PHYSICS

Section 2: Nuclear Fission and Fusion. Preview Key Ideas Bellringer Nuclear Forces Nuclear Fission Chain Reaction Nuclear Fusion

u d Fig. 6.1 (i) Identify the anti-proton from the table of particles shown in Fig [1]

Nuclear Chemistry. In this chapter we will look at two types of nuclear reactions.

LECTURE 25 NUCLEAR STRUCTURE AND STABILITY. Instructor: Kazumi Tolich

Chemistry 132 NT. Nuclear Chemistry. Review. You can t escape death and taxes. But, at least, death doesn t get worse. Will Rogers

Nuclear Chemistry. Radioactivity. In this chapter we will look at two types of nuclear reactions.

Chem 481 Lecture Material 1/23/09

Basic Nuclear Theory. Lecture 1 The Atom and Nuclear Stability

Unit 6 Nuclear Radiation Parent Guide. What is radioactivity and why are things radioactive?

[2] State in what form the energy is released in such a reaction.... [1]

Nuclear Physics 2. D. atomic energy levels. (1) D. scattered back along the original direction. (1)

Conceptual Physics Nuclear Physics

Forces and Nuclear Processes

1. This question is about the Rutherford model of the atom.

Nuclear Physics and Radioactivity

State the main interaction when an alpha particle is scattered by a gold nucleus

SHAWNEE ENVIRONMENTAL SERVICES, INC Identify the definitions of the following terms: a. Nucleon b. Nuclide c. Isotope

Chapter 21. Preview. Lesson Starter Objectives Mass Defect and Nuclear Stability Nucleons and Nuclear Stability Nuclear Reactions

Unit 12: Nuclear Chemistry

Chapter 10 Section 4 Notes

Science 10: Radioactivity! Comparing Fission and Fusion Notes (Ch 11)

Chemistry: The Central Science. Chapter 21: Nuclear Chemistry

Nuclear Reactions. Nuclear Reactions

THE NUCLEUS OF AN ATOM

A is called the mass number gives, roughly, the mass of the nucleus or atom in atomic mass units = amu = u

A. Incorrect! Do not confuse Nucleus, Neutron and Nucleon. B. Incorrect! Nucleon is the name given to the two particles that make up the nucleus.

Nuclear Theory - Course 227 NUCLEAR STRUCTURE

NUCLEI, RADIOACTIVITY AND NUCLEAR REACTIONS

Nuclear Physics and Nuclear Reactions

Chapter 22 - Nuclear Chemistry

RADIOACTIVITY & HALF-LIFE Part 3

Nuclear Chemistry. The Nucleus. Isotopes. Slide 1 / 43. Slide 2 / 43. Slide 3 / 43

Aim: What are the two types of Nuclear. Reactions? Do Now: 1. Get into your groups and compare your answers to your homework.

Binding Energy. Bởi: OpenStaxCollege

The number of protons in the nucleus is known as the atomic number Z, and determines the chemical properties of the element.

Nuclear Chemistry Lecture Notes: I Radioactive Decay A. Type of decay: See table. B. Predicting Atomic Stability

Nuclear Chemistry. Nuclear Terminology

Chapter 25: Radioactivity, Nuclear Processes, and Applications. What do we know about the nucleus? James Chadwick and the discovery of the neutron

Chapter 37. Nuclear Chemistry. Copyright (c) 2011 by Michael A. Janusa, PhD. All rights reserved.

Nuclear Reactions. Nuclear Reactions

Nuclear Physics. Slide 1 / 87. Slide 2 / 87. Slide 3 / 87. Table of Contents.

Nuclear Physics

Nuclear Fission & Fusion

[1] (c) Some fruits, such as bananas, are naturally radioactive because they contain the unstable isotope of potassium-40 ( K.

A nucleus of an atom is made up of protons and neutrons that known as nucleons (is defined as the particles found inside the nucleus).

Nuclear Chemistry. Decay Reactions The most common form of nuclear decay reactions are the following:

Chemistry 201: General Chemistry II - Lecture

CH 222 Chapter Twenty-one Concept Guide

Nuclear Physics 3 8 O+ B. always take place and the proton will be emitted with kinetic energy.

FUSION NEUTRON DEUTERIUM HELIUM TRITIUM.

The Reference Atomic Weight

Recap I Lecture 41 Matthias Liepe, 2012

turbine (a) (i) Which part of the power station provides thermal (heat) energy from a chain reaction?

ABC Math Student Copy

FOUNDATIONS OF NUCLEAR CHEMISTRY

By Tim, John, Shane, Owen

Review A Z. a particle. proton. neutron. electron e -1. positron. e +1. Mass Number Atomic Number. Element Symbol

Level 3 Physics: Atoms The Nucleus - Answers

Chapter 7 Review. Block: Date:

Unit 1 Atomic Structure

Nuclear Physics Part 1: Nuclear Structure & Reactions

Lecture 33 Chapter 22, Sections 1-2 Nuclear Stability and Decay. Energy Barriers Types of Decay Nuclear Decay Kinetics

Nuclear Physics. Slide 1 / 87. Slide 2 / 87. Slide 3 / 87. Table of Contents.

Nuclear Physics. Nuclear Structure. Slide 1 / 87 Slide 2 / 87. Slide 4 / 87. Slide 3 / 87. Slide 6 / 87. Slide 5 / 87. Table of Contents.

Nuclear Physics

6. Atomic and Nuclear Physics

Write down the nuclear equation that represents the decay of neptunium 239 into plutonium 239.

ZX or X-A where X is chemical symbol of element. common unit: [unified mass unit = u] also known as [atomic mass unit = amu] or [Dalton = Da]

Chapter 10. Table of Contents. Section 1 What Is Radioactivity? Section 2 Nuclear Fission and Fusion. Section 3 Nuclear Radiation Today

Z is the atomic number, the number of protons: this defines the element. Isotope: Nuclides of an element (i.e. same Z) with different N.

The Nucleus and Radioactivity


Nuclear fission and fusion are processes that involve extremely large amounts of energy.

Unit 1 Atomic Structure

NUCLEAR ENERGY! DAY 1: (RADIATION, FISSION, FUSION)

Chapter 18 Nuclear Chemistry

Alta Chemistry CHAPTER 25. Nuclear Chemistry: Radiation, Radioactivity & its Applications

11.5 Nuclear Reactions: Fusion

UNIT 13: NUCLEAR CHEMISTRY

Radioactivity: the process by which atoms emit energy in the form of electromagnetic waves, charged particles, or uncharged particles.

Matter and Energy. Previous studies have taught us that matter and energy cannot be created nor destroyed We balance equations to obey this law.

Subatomic Particles. proton. neutron. electron. positron. particle. 1 H or 1 p. 4 α or 4 He. 0 e or 0 β

16.5 Coulomb s Law Types of Forces in Nature. 6.1 Newton s Law of Gravitation Coulomb s Law

RADIOACTIVITY. Nature of Radioactive Emissions

Nuclear Energy. Nuclear Structure and Radioactivity

4 Nuclear Stability And Instability

Transcription:

DEVIL PHYSICS THE BADDEST CLASS ON CAMPUS IB PHYSICS

TSOKOS LESSON 7-2 NUCLEAR REACTIONS

Review Videos-Radioactivity2

Review Videos - Strong and Weak Nuclear Forces

Essential Idea: Energy can be released in nuclear decays and reactions as a result of the relationship between mass and energy.

Nature Of Science: Patterns, trends and discrepancies: Graphs of binding energy per nucleon and of neutron number versus proton number reveal unmistakable patterns. This allows scientists to make predictions of isotope characteristics based on these graphs.

Theory Of Knowledge: The acceptance that mass and energy are equivalent was a major paradigm shift in physics. How have other paradigm shifts changed the direction of science? Have there been similar paradigm shifts in other areas of knowledge?

Understandings: The unified atomic mass unit Mass defect and nuclear binding energy Nuclear fission and nuclear fusion

Applications And Skills: Solving problems involving mass defect and binding energy Solving problems involving the energy released in radioactive decay, nuclear fission and nuclear fusion

Applications And Skills: Sketching and interpreting the general shape of the curve of average binding energy per nucleon against nucleon number

Guidance: Students must be able to calculate changes in terms of mass or binding energy Binding energy may be defined in terms of energy required to completely separate the nucleons or the energy released when a nucleus is formed from its nucleons

Data Booklet Reference: E m c 2

Utilization: Our understanding of the energetics of the nucleus has led to ways to produce electricity from nuclei but also to the development of very destructive weapons The chemistry of nuclear reactions (see Chemistry option sub-topics C.3 and C.7)

Aims: Aim 5: some of the issues raised by the use of nuclear power transcend national boundaries and require the collaboration of scientists from many different nations

Aims: Aim 8: the development of nuclear power and nuclear weapons raises very serious moral and ethical questions: who should be allowed to possess nuclear power and nuclear weapons? who should make these decisions? There also serious environmental issues associated with the nuclear waste of nuclear power plants.

Define the unified mass unit (u) Equal to 1/12 of the mass of a Carbon-12 atom Mass of a mole of Carbon-12 is 12g Avogadro's number gives atoms per mole Therefore the mass of a Carbon-12 atom is M M 12 6.02x10 1.99x10 23 26 x10 kg 3 kg

Define the unified mass unit (u) Equal to 1/12 of the mass of a Carbon-12 atom So 1 atomic mass unit is: 1u 1u 1 x1.99x10 12 1.6605402x10 26 kg 27 1.66x10 kg 27 kg

Define the unified mass unit (u) Find the mass of an electron, proton and neutron in amu s

Define the unified mass unit (u) Find the mass of an electron, proton and neutron in amu s Electron: 0.0005486 u Proton: 1.007276 u Neutron: 1.008665 u

State the meaning of the terms mass defect and binding energy and solve related problems The mass of the nucleus is equal to the atomic mass minus the mass of the electrons: M nucleus M atom Zm electron The atomic mass is given by the periodic table and the electron mass is given in the previous table

State the meaning of the terms mass defect and binding energy and solve related problems The mass of a helium nucleus would thus be: M M nucleus nucleus 4.0026 4.00156u However, if we add the masses of the individual nucleons we get: 2mp 2mn 4. 0320u What s up with that? 2x0.0005486

State the meaning of the terms mass defect and binding energy and solve related problems The mass of the protons plus the mass of the neutrons is larger than the atomic mass The difference between the two is called the mass defect Zm p A Z mn M nucleus

State the meaning of the terms mass defect and binding energy and solve related problems Find the mass defect of a gold nucleus in amu s if the atomic mass given on the periodic table is 196.967 u 197 79 Au

Zm p State the meaning of the terms mass defect and binding energy and solve related problems Find the mass defect of a gold nucleus in amu s if the atomic mass given on the periodic table is 196.967 u Zm A Z m M 197 79 27 27 79 1.6726231x10 1.6605402x10 Au 27 27 A Z m n 197 79 1.6749286x10 1.6605402x10 31 27 M 196.967u 79 9.1093897 1.6605402x10 nucleus p n nucleus

State the meaning of the terms mass defect and binding energy and solve related problems Find the mass defect of a gold nucleus in amu s if the atomic mass given on the periodic table is 196.967 u Zm A M p Zm Z nucleus p m n A Z 79.5748u m 119.022u 196.924u n M nucleus 197 79 Au 79.5748u 119.022u 196.924u 1.6728u

State the meaning of the terms mass defect and binding energy and solve related problems Find the mass defect of a gold nucleus if the atomic mass given on the periodic table is 196.967 u 197 79 Au Answer: 1.67 u which is the equivalent of 1.7 neutrons

State the meaning of the terms mass defect and binding energy and solve related problems Einstein s mass-energy formula What happened to the missing mass? Einstein said, No worries, it s all relative. 2 E mc His theory of special relativity states that mass and energy are equivalent and can be converted into each other. Throw a match into a bucket of gasoline and note the conversion of mass into energy BUT, this reaction is not reversible!

State the meaning of the terms mass defect and binding energy and solve related problems Einstein s mass-energy formula Conversion of energy into mass is not as common, but explains why photons have momentum The mass defect of the nucleus has been converted into energy binding energy (E b ) and is stored in the nucleus 2 E b c

State the meaning of the terms mass defect and binding energy and solve related problems Binding Energy 2 E b c The binding energy of a nucleus is the work (energy) required to completely separate the nucleons of a nucleus The work required to remove one nucleon from the nucleus is very roughly the binding energy divided by the number of nucleons More importantly, the binding energy of a nucleus is a measure of how stable it is higher the binding energy, the more stable the nucleus is

Segre Plots At low Z numbers, stable nuclides have N = Z At higher Z numbers, N > Z

Segre Plots Most nuclides are unstable Unstable nuclides emit particles that carry energy away from the nucleus This is called radioactivity

State the meaning of the terms mass defect and binding energy and solve related problems How much binding energy is there in 1u of mass defect? 2 E b c 1u 1 12 x1.99x10 26 kg 1.66x10 27 kg

State the meaning of the terms mass defect and binding energy and solve related problems How much binding energy is there in 1u of mass defect? E E E E b b b b c 2 m c 2 27 8 1.66x10 kg 3.00x10 m / s 1.49x10 10 J 2

State the meaning of the terms mass defect and binding energy and solve related problems How much binding energy is there in 1u of mass defect? 10 E b 1.49x10 Converting this to electronvolts: J E b 1.49x10 10 J 1eV 1.60x10 19 J E b 931.5x10 6 ev 931.5MeV

State the meaning of the terms mass defect and binding energy and solve related problems This gives us an important relationship the binding energy per unit of mass defect E b 931. 5MeV u What is the binding energy of a helium nucleus?

State the meaning of the terms mass defect and binding energy and solve related problems What is the binding energy of a helium nucleus? Recall that the mass defect of helium is 0.0304u E b u 931.5MeV 0.0304x931.5 MeV 28.32MeV This is extremely high and explains why alpha particles are emitted when unstable nuclei decay

State the meaning of the terms mass defect and binding energy and solve related problems What is the binding energy per nucleon of a helium nucleus? E b 28.32MeV 4 7. 1MeV Most nuclei have a binding energy per nucleon of approximately 7-9 MeV The following chart shows binding energy per nucleon vs. number of nucleons

Understand the meaning of the graph of binding energy per nucleon versus mass number

Understand the meaning of the graph of binding energy per nucleon versus mass number

Understand the meaning of the graph of binding energy per nucleon versus mass number

Energy released in a decay Consider this decay of radium into radon plus an alpha particle: 226 222 88Ra 86Rn 4 2 The mass/energy to the left of the arrow must equal the mass/energy to the right of the arrow including kinetic energy

Energy released in a decay Consider this decay of radium into radon plus an alpha particle: 226 222 88Ra 86Rn 4 2 Energy is based on nuclear mass, not atomic mass, but since the atomic number is conserved here (no loss of electrons) and since we are only interested in mass differences, we can use atomic mass i.e. electron mass will cancel out and not affect the mass difference

Energy released in a decay Consider this decay of radium into radon plus an alpha particle: 226 222 88Ra 86Rn If energy is to be released in this reaction, the mass of the radium atom must be greater than the mass of the radon atom plus the mass of the alpha particle Difference in masses provides kinetic energy Assume the radium atom is at rest 4 2

Energy released in a decay Consider this decay of radium into radon plus an alpha particle: 226 222 88Ra 86Rn 4 2 Mass of radium = 226.0254 u Mass of radon = + Mass of helium = Sum = Mass difference = 222.0176 u 4.0026 u 226.0202 u 0.0052 u

Energy released in a decay Consider this decay of radium into radon plus an alpha particle: 226 222 88Ra 86Rn Mass difference = 4 2 0.0052 u The energy released in this decay is 0.0052 x931.5 MeV 4. 84MeV

Energy released in a decay Consider this decay of radium into radon plus an alpha particle: 226 222 88Ra 86Rn 4 2 The energy released in one decay is 4.84 MeV What is the energy release by 50-g of radium? 50g x 1mol x 226g 23 6x10 atoms mol 1.3x10 23 23 1.3x10 atoms x 4.84MeV 6.3x10 23 x MeVx 19 x J ev 11 6.3 10 1.6 10 1x10 J 23 MeV atoms

Energy released in a decay Consider this decay of radium into radon plus an alpha particle: 226 222 88Ra 86Rn 4 2 The energy released in one decay is 4.84 MeV What is the energy release by 50-g of radium? 50g x 1mol x 226g 23 6x10 atoms mol 1.3x10 23 23 1.3x10 atoms x 4.84MeV 6.3x10 23 x MeVx 19 x J ev 11 6.3 10 1.6 10 1x10 J 23 MeV atoms

Energy released in a decay Consider this decay of radium into radon plus an alpha particle: 226 222 88Ra 86Rn 4 2 What happens to the energy released by 50-g of radium? Use conservation of momentum and assume they go in opposite directions. m m m radon radon alpha 222 v 4 55v v radon radon v radon radon v v m v alpha alpha alpha alpha v alpha

Energy released in a decay Consider this decay of radium into radon plus an alpha particle: 226 222 88Ra 86Rn 4 2

Write nuclear reaction equations and balance the atomic and mass numbers Consider a reaction in which the mass on the left side is less than the mass on the right side. Can this occur?

Write nuclear reaction equations and balance the atomic and mass numbers Consider a reaction in which the mass on the left side is less than the mass on the right side. Can this occur? Yes. Consider: 4 17 7 N 2 8O 14 1 1 While the atomic numbers and mass numbers are balanced, the masses are not. The sum of the nucleon masses on the left is 18.0057 while the sum on the right is 18.0070 p

Write nuclear reaction equations and balance the atomic and mass numbers Consider a reaction in which the mass on the left side is less than the mass on the right side. 4 17 7 N 2 8O 14 The mass on the left is 18.0057u The mass on the right is 18.0070u The reaction can only occur if the alpha particle has enough kinetic energy to overcome the mass difference and the kinetic energy that will result from the reaction. 1 1 p

Write nuclear reaction equations and balance the atomic and mass numbers Reaction of 4 particles A B C D Energy release/requirements given by the mass difference: m m m m m A B C D Energy will be released if Δm is positive Energy is required if Δm is negative

Write nuclear reaction equations and balance the atomic and mass numbers The amount of energy released is given by: 2 E m c

Summary Part A Define the unified mass unit State the meaning of the terms mass defect and binding energy and solve related problems Understand the meaning of the graph of binding energy per nucleon versus mass number Write nuclear reaction equations and balance the atomic and mass numbers

Summary Part B State the meaning of and difference between fission and fusion Understand that nuclear fusion takes place in the core of the stars Solve problems of fission and fusion reactions

State the meaning of and difference between fission and fusion

State the meaning of and difference between fission and fusion Nuclear fission is the process in which a heavy nucleus splits into lighter nuclei A typical reaction occurs when the nucleus of U- 235 absorbs an extra neutron to become U-236 This triggers the reaction by making the U-235 more unstable 1 235 n U 0 92 236 92 U

State the meaning of and difference between fission and fusion 1 235 n U 0 92 236 92 U This occurs only momentarily as the atom then splits into lighter nuclei One of several possibilities is, 236 144 89 U Ba Kr 3 92 56 36 1 0 n

State the meaning of and difference between fission and fusion 144 89 92U 56Ba 36Kr 3 236 Note that in this reaction, three neutrons are released These three neutrons have enough energy to start three more reactions Those three start another three each and the result is a chain reaction 1 0 n 1 235 236 3 n n U U 1 0 0 92 92

State the meaning of and difference between fission and fusion 144 89 92U 56Ba 36Kr 3 236 A minimum mass is required to start a chain reaction This is known as the critical mass 1 0 n

State the meaning of and difference between fission and fusion 144 89 92U 56Ba 36Kr 3 236 The energy released in this fission reaction is given below 1 0 n

State the meaning of and difference between fission and fusion This excess energy is translated into kinetic energy Conservation of momentum and energy equations are used to determine particle velocities

State the meaning of and difference between fission and fusion What is a natural by-product of increased kinetic energy of atoms?

State the meaning of and difference between fission and fusion

State the meaning of and difference between fission and fusion Energy released in 1kg of U-235 1kg 23 2.55x10 nuclei 173.14MeV 7.1x10 1000g x kg 13 J x mol 235g x 23 6x10 nuclei mol 1.602177x10 1MeV 13 J

State the meaning of and difference between fission and fusion Energy released in 1kg of U-235 7.1 x 10 13 J Energy released in 1kg of nitroglycerin 6.7 x 10 6 J U-235 fission is roughly 10 million times more powerful than nitroglycerine

State the meaning of and difference between fission and fusion The rate of reaction in nuclear reactors must be controlled in order to prevent an explosion This is done mainly by control rods that absorb some of the neutrons given off in the reactions Also by the water surrounding the fuel rods that slow down the released neutrons

State the meaning of and difference between fission and fusion Fusion is the joining of two lighter nuclei into one heavier one An example reaction is, 2 2 3 1H 1H 2He 1 0 Two deuterium nuclei produce helium-3 and a neutron n

State the meaning of and difference between fission and fusion 2 2 3 1H 1H 2He 1 0 The energy given off by this reaction is, n

State the meaning of and difference between fission and fusion 2 2 3 1H 1H 2He 1 0 The energy given off by one kilogram of deuterium is roughly 1x10 13 J n This is seven times less than the fission reaction, but when you re talking about a 10 13 order of magnitude, who s gonna notice?

State the meaning of and difference between fission and fusion Fusion requires extremely high temperatures to overcome electrostatic repulsion High temperature means high kinetic energy of atoms High kinetic energy allows them to get close enough for the strong nuclear force to take over

State the meaning of and difference between fission and fusion Temperatures required (10 9 K) turn everything into plasma In stars, only 10 6 K required due to the tremendous pressure created by gravitational attraction How do you contain the reactants?

State the meaning of and difference between fission and fusion Temperatures required turn everything into plasma How do you contain the reactants? Electromagnetic fields in machines called Tokamaks This is why fusion energy has not become commercially feasible in spite of all the environmental benefits

Understand that nuclear fusion takes place in the core of the stars Typical reaction: Fusion is the energy engine for stars Stars exist in a plasma state Extremely high temperatures Extremely high pressures 1 4 0 4 H He 2 e 1 2 1 2 e 0 0

Fission OR Fusion??? Recall the binding energy per nucleon plot:

Understand that nuclear fusion takes place in the core of the stars Stars are also element factories producing all of the elements contained in our bodies More on this in astrophysics (optional)

Summary Part A Define the unified mass unit State the meaning of the terms mass defect and binding energy and solve related problems Understand the meaning of the graph of binding energy per nucleon versus mass number Write nuclear reaction equations and balance the atomic and mass numbers

Summary Part B State the meaning of and difference between fission and fusion Understand that nuclear fusion takes place in the core of the stars Solve problems of fission and fusion reactions

Understandings: The unified atomic mass unit Mass defect and nuclear binding energy Nuclear fission and nuclear fusion

Applications And Skills: Solving problems involving mass defect and binding energy Solving problems involving the energy released in radioactive decay, nuclear fission and nuclear fusion

Applications And Skills: Sketching and interpreting the general shape of the curve of average binding energy per nucleon against nucleon number

Guidance: Students must be able to calculate changes in terms of mass or binding energy Binding energy may be defined in terms of energy required to completely separate the nucleons or the energy released when a nucleus is formed from its nucleons

Data Booklet Reference: E m c 2

Essential Idea: Energy can be released in nuclear decays and reactions as a result of the relationship between mass and energy.

QUESTIONS?

Homework #16-