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Overview
Editorial Reviews
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This algebrabased physics text contains many intriguing applications, including airbags, bungee jumping, photocopiers, highway mirages, and computer hard drives. The pedagogy has been updated to reflect new research on how students learn. Consequently, chapters now include two or three conceptual examples<>each a sort of brief Socratic question and answer. Estimating examples show how to make orderofmagnitude estimates even when the data are scarce. Annotation c. by Book News, Inc., Portland, Or.Product Details
Related Subjects
Meet the Author
He has taught a wide range of undergraduate courses, traditional as well as innovative ones, and continues to update his textbooks meticulously, seeking ways to better provide an understanding of physics for students.
Doug’s favorite sparetime activity is the outdoors, especially climbing peaks. He says climbing peaks is like learning physics: it takes effort and the rewards are great.
Read an Excerpt
See the World through Eyes that Know Physics
This book is written for students. It has been written to give students a thorough understanding of the basic concepts of physics in all its aspects, from mechanics to modern physics. It aims to explain physics in a readable and interesting manner that is accessible and clear, and to teach students by anticipating their needs and difficulties without oversimplifying. A second objective is to show students how useful physics is in their own lives and future professions by means of interesting applications. In addition, much effort has gone into techniques and approaches for solving problems.
This textbook is especially suited for students taking a oneyear introductory course in physics that uses algebra and trigonometry but not calculus. Many of these students are majoring in biology or (pre)medicine, and others may be in architecture, technology, or the earth or environmental sciences. Many applications to these fields are intended to answer that common student query: "Why must I study physics?" The answer is that physics is fundamental to a full understanding of these fields, and here they can see how. Physics is all about us in the everyday world. It is the goal of this book to help students "see the world through eyes that know physics."
NEW: Some of the new features in this sixth edition include (1) intext Exercises for students to check their understanding; (2) new Approach paragraphs for worked out Examples; (3) new Examples that stepbystep follow each Problem Solving Box; (4) new physics such as a rigorously updated Chapter 33 on cosmology and astrophysics to reflect the latest resultsin the recent "Cosmological Revolution"; and (5) new applications such as detailed physicsbased descriptions of liquid crystal screens (LCD), digital cameras (with CCD), and expanded coverage of electrical safety and devices. These and other new aspects are highlighted below. Physics and How to Understand It
I have avoided the common, dry, dogmatic approach of treating topics formally and abstractly first, and only later relating the material to the students' own experience. My approach is to recognize that physics is a description of reality and thus to start each topic with concrete observations and experiences that students can directly relate to. Then we move on to the generalizations and more formal treatment of the topic. Not only does this make the material more interesting and easier to understand, but it is closer to the way physics is actually practiced.
A major effort has been made to not throw too much at students reading the first few chapters. The basics have to be learned first; many aspects can come later, when the students are more prepared. If we don't overwhelm students with too much detail, especially at the start, maybe they can find physics interesting, fun, and helpfuland those who were afraid may lose their fear.
The great laws of physics are emphasized by giving them a tancolored screen and a marginal note in capital letters enclosed in a rectangle. All important equations are given a number to distinguish them from less useful ones. To help make clear which equations are general and which are not, the limitations of important equations are given in brackets next to the equation.
Mathematics can be an obstacle to student understanding. I have aimed at including all steps in a derivation. Important mathematical tools, such as addition of vectors and trigonometry, are incorporated in the text where first needed, so they come with a context rather than in a scary introductory Chapter. Appendices contain a review of algebra and geometry (plus a few advanced topics: rotating reference frames, inertial forces, Coriolis effect; heat capacities of gases and equipartition of energy; Lorentz transformations). Systeme International (SI) units are used throughout. Other metric and British units are defined for informational purposes.
Chapter 1 is not a throwaway. It is fundamental to physics to realize that every measurement has an uncertainty, and how significant figures are used to reflect that. Converting units and being able to make rapid estimates are also basic. The cultural aspects at the start of Chapter 1 broaden a person's understanding of the world but do not have to be covered in class.
The many applications sometimes serve only as examples of physical principles. Others are treated in depth. They have been carefully chosen and integrated into the text so as not to interfere with the development of the physics, but rather to illuminate it. To make it easy to spot the applications, a Physics Applied marginal note is placed in the margin.
Color is used pedagogically to bring out the physics. Different types of vectors are given different colors (see the chart on page xxv). This book has been printed in 5 colors (5 passes through the presses) to provide better variety and definition for illustrating vectors and other concepts such as fields and rays. The photographs opening each Chapter, some of which have vectors superimposed on them, have been chosen so that the accompanying caption can be a sort of summary of the Chapter.
Some of the new aspects of physics and pedagogy in this sixth edition are:
Here is a list of major changes or additions, but there are many others:
Being able to solve problems is a valuable technique in general. Solving problems is also an effective way to understand the physics more deeply. Here are some of the ways this book uses to help students become effective problem solvers.
Problem Solving Boxes, about 20 of them, are found throughout the book (there is a list on p. xiii.). Each one outlines a stepbystep approach to solving problems in general, or specifically for the material being covered. The best students may find these "boxes" unnecessary (they can skip them), but many students may find it helpful to be reminded of the general approach and of steps they can take to get started. The general Problem Solving Box in Section 49 is placed there, after students have had some experience wrestling with problems, so they may be motivated to read it with close attention. Section 49 can be covered earlier if desired. Problem Solving Boxes are not intended to be a prescription, but rather a guide. Hence they sometimes follow the Examples to serve as a summary for future use.
Problem Solving Sections (such as Sections 26, 36, 47, 67, 86, and 138) are intended to provide extra drill in areas where solving problems is especially important.
Examples: Workedout Examples, each with a title for easy reference, fall into four categories:
NEW: APPROACH paragraph: Workedout numerical Examples now all have a short introductory paragraph before the Solution, outlining an approach and the steps we can take to solve the given problem.
NEW: NOTE: Many Examples now have a brief "note" after the Solution, sometimes remarking on the Solution itself, sometimes mentioning an application, sometimes giving an alternate approach to solving the problem. These new Note paragraphs let the student know the Solution is finished, and now we mention a related issue(s).
NEW: Additional Examples: Some physics subjects require many different workedout Examples to clarify the issues. But so many Examples in a row can be overwhelming to some students. In those places, a subhead "Additional Example(s)" is meant to suggest to students that they could skip these in a first reading. When students include them during a second reading of the Chapter, they can give power to solve a greater range of Problems.
NEW: Exercises within the text, after an Example or a derivation, which give students a chance to see if they have understood enough to answer a simple question or do a simple calculation. Answers are given at the bottom of the last page of each Chapter.
Problems at the end of each Chapter have been increased in quality and quantity. Some old ones have been replaced or rewritten to make them clearer, and/or have had their numerical values changed. Each Chapter contains a large group of Problems arranged by Section and graded according to (approximate) difficulty: level I Problems are simple, designed to give students confidence; level II are "normal" Problems, providing more of a challenge and often the combination of two different concepts; level III are the most complex and are intended as "extra credit" Problems that will challenge even superior students. The arrangement by Section number is to help the instructors choose which material they want to emphasize, and means that those Problems depend on material up to and including that Section: earlier material may also be relied upon.
General Problems are unranked and grouped together at the end of each Chapter, accounting for perhaps 30% of all Problems. These are not necessarily more difficult, but they may be more likely to call on material from earlier Chapters. They are useful for instructors who want to give students a few Problems without the clue as to what Section must be referred to or how hard they are.
Questions, also at the end of each Chapter, are conceptual. They help students to use and apply the principles and concepts, and thus deepen their understanding (or let them know they need to study more). Assigning Problems
I suggest that instructors assign a significant number of the level I and level II Problems, as well as a small number of General Problems, and reserve level III Problems only as "extra credit" to stimulate the best students. Although most level I problems may seem easy, they help to build selfconfidence—an important part of learning, especially in physics. Answers to oddnumbered Problems are given in the back of the book. Organization
The general outline of this new edition retains a traditional order of topics: mechanics (Chapters 1 to 9); fluids, vibrations, waves, and sound (Chapters 10 to 12); kinetic theory and thermodynamics (Chapters 13 to 15); electricity and magnetism (Chapters 16 to 22); light (Chapters 23 to 25); and modern physics (Chapters 26 to 33). Nearly all topics customarily taught in introductory physics courses are included here.
The tradition of beginning with mechanics is sensible because it was developed first, historically, and because so much else in physics depends on it. Within mechanics, there are various ways to order topics, and this book allows for considerable flexibility. I prefer to cover statics after dynamics, partly because many students have trouble with the concept of force without motion. Furthermore, statics is a special case of dynamics—we study statics so that we can prevent structures from becoming dynamic (falling down). Nonetheless, statics (Chapter 9) could be covered earlier after a brief introduction to vectors. Another option is light, which I have placed after electricity and magnetism and EM waves. But light could be treated immediately after waves (Chapter 11). Special relativity (Chapter 26) could be treated along with mechanics, if desired—say, after Chapter 7.
Not every Chapter need be given equal weight. Whereas Chapter 4 or Chapter 21 might require 1 Z to 2 weeks of coverage, Chapter 12 or 22 may need only 2 week or less. Because Chapter 11 covers standing waves, Chapter 12 could be left to the students to read on their own if little class time is available.
The book contains more material than can be covered in most oneyear courses. Yet there is great flexibility in choice of topics. Sections marked with a star (*) are considered optional. They contain slightly more advanced physics material (perhaps material not usually covered in typical courses) and/or interesting applications. They contain no material needed in later Chapters, except perhaps in later optional Sections. Not all unstarred Sections must be covered; there remains considerable flexibility in the choice of material. For a brief course, all optional material could be dropped, as well as major parts of Chapters 10,12,19, 22, 28, 29, 32, and 33, and perhaps selected parts of Chapters 7, 8, 9, 15, 21, 24, 25, and 31. Topics not covered in class can be a resource to students for later study. New Applications
Relevant applications of physics to biology and medicine, as well as to architecture, other fields, and everyday life, have always been a strong feature of this book, and continue to be. Applications are interesting in themselves, plus they answer the students' question, "Why must I study physics?" New applications have been added. Here are a few of the new ones (see list after Table of Contents, pages xii and xiii).
Table of Contents
(NOTE: also available in Split Volumes: Volume I contains Chs. 115; and Volume II contains Chs. 1633.)
1. Introduction.
2. Describing Motion: Kinematics in One Dimension.
3. Kinematics in Two Dimensions; Vectors.
4. Motion and Force: Dynamics.
5. Circular Motion; Gravitation.
6. Work and Energy.
7. Linear Momentum.
8. Rotational Motion.
9. Bodies in Equilibrium; Elasticity and Fracture.
10. Fluids.
11. Vibrations and Waves.
12. Sound.
13. Temperature and Kinetic Theory.
14. Heat.
15. The Laws of Thermodynamics.
16. Electric Charge and Electric Field.
17. Electric Potential and Electric Energy; Capacitance.
18. Electric Currents.
19. DC Circuits.
20. Magnetism.
21. Electromagnetic Induction and Faraday's Law; AC Circuits.
22. Electromagnetic Waves.
23. Light: Geometric Optics.
24. The Wave Nature of Light.
25. Optical Instruments.
26. Special Theory of Relativity.
27. Early Quantum Theory and Models of the Atom.
28. Quantum Mechanics of Atoms.
29. Molecules and Solids.
30. Nuclear Physics and Radioactivity.
31. Nuclear Energy; Effects and Uses of Radiation.
32. Elementary Particles.
33. Astrophysics and Cosmology.
Appendix A: Mathematical Review.
Appendix B: Dimensional Analysis.
Appendix C: Rotating Framesof Reference; Inertial Forces; Coriolis Effect.
Appendix D: Gauss's Law.
Appendix E:Galilean and Lorentz Transformations.
Appendix F: Selected Isotopes.
Answers to OddNumbered Problems.
Index.
Preface
See the World through Eyes that Know Physics
This book is written for students. It has been written to give students a thorough understanding of the basic concepts of physics in all its aspects, from mechanics to modern physics. It aims to explain physics in a readable and interesting manner that is accessible and clear, and to teach students by anticipating their needs and difficulties without oversimplifying. A second objective is to show students how useful physics is in their own lives and future professions by means of interesting applications. In addition, much effort has gone into techniques and approaches for solving problems.
This textbook is especially suited for students taking a oneyear introductory course in physics that uses algebra and trigonometry but not calculus. Many of these students are majoring in biology or premedicine, and others may be in architecture, technology, or the earth or environmental sciences. Many applications to these fields are intended to answer that common student query: "Why must I study physics?" The answer is that physics is fundamental to a full understanding of these fields, and here they can see how. Physics is all about us in the everyday world. It is the goal of this book to help students "see the world through eyes that know physics."
NEW: Some of the new features in this sixth edition include 1 intext Exercises for students to check their understanding; 2 new Approach paragraphs for worked out Examples; 3 new Examples that stepbystep follow each Problem Solving Box; 4 new physics such as a rigorously updated Chapter 33 on cosmology and astrophysics to reflect the latest results in the recent "Cosmological Revolution"; and 5 new applications such as detailed physicsbased descriptions of liquid crystal screens LCD, digital cameras with CCD, and expanded coverage of electrical safety and devices. These and other new aspects are highlighted below.
Physics and How to Understand It
I have avoided the common, dry, dogmatic approach of treating topics formally and abstractly first, and only later relating the material to the students' own experience. My approach is to recognize that physics is a description of reality and thus to start each topic with concrete observations and experiences that students can directly relate to. Then we move on to the generalizations and more formal treatment of the topic. Not only does this make the material more interesting and easier to understand, but it is closer to the way physics is actually practiced.
A major effort has been made to not throw too much at students reading the first few chapters. The basics have to be learned first; many aspects can come later, when the students are more prepared. If we don't overwhelm students with too much detail, especially at the start, maybe they can find physics interesting, fun, and helpfuland those who were afraid may lose their fear.
The great laws of physics are emphasized by giving them a tancolored screen and a marginal note in capital letters enclosed in a rectangle. All important equations are given a number to distinguish them from less useful ones. To help make clear which equations are general and which are not, the limitations of important equations are given in brackets next to the equation.
Mathematics can be an obstacle to student understanding. I have aimed at including all steps in a derivation. Important mathematical tools, such as addition of vectors and trigonometry, are incorporated in the text where first needed, so they come with a context rather than in a scary introductory Chapter. Appendices contain a review of algebra and geometry plus a few advanced topics: rotating reference frames, inertial forces, Coriolis effect; heat capacities of gases and equipartition of energy; Lorentz transformations. Systeme International SI units are used throughout. Other metric and British units are defined for informational purposes.
Chapter 1 is not a throwaway. It is fundamental to physics to realize that every measurement has an uncertainty, and how significant figures are used to reflect that. Converting units and being able to make rapid estimates are also basic. The cultural aspects at the start of Chapter 1 broaden a person's understanding of the world but do not have to be covered in class.
The many applications sometimes serve only as examples of physical principles. Others are treated in depth. They have been carefully chosen and integrated into the text so as not to interfere with the development of the physics, but rather to illuminate it. To make it easy to spot the applications, a Physics Applied marginal note is placed in the margin.
Color is used pedagogically to bring out the physics. Different types of vectors are given different colors see the chart on page xxv. This book has been printed in 5 colors 5 passes through the presses to provide better variety and definition for illustrating vectors and other concepts such as fields and rays. The photographs opening each Chapter, some of which have vectors superimposed on them, have been chosen so that the accompanying caption can be a sort of summary of the Chapter.
Some of the new aspects of physics and pedagogy in this sixth edition are:
New Physics Topics and Major Revisions
Here is a list of major changes or additions, but there are many others:
Problem Solving, with New and Improved Approaches
Being able to solve problems is a valuable technique in general. Solving problems is also an effective way to understand the physics more deeply. Here are some of the ways this book uses to help students become effective problem solvers.
Problem Solving Boxes, about 20 of them, are found throughout the book there is a list on p. xiii.. Each one outlines a stepbystep approach to solving problems in general, or specifically for the material being covered. The best students may find these "boxes" unnecessary they can skip them, but many students may find it helpful to be reminded of the general approach and of steps they can take to get started. The general Problem Solving Box in Section 49 is placed there, after students have had some experience wrestling with problems, so they may be motivated to read it with close attention. Section 49 can be covered earlier if desired. Problem Solving Boxes are not intended to be a prescription, but rather a guide. Hence they sometimes follow the Examples to serve as a summary for future use.
Problem Solving Sections such as Sections 26, 36, 47, 67, 86, and 138 are intended to provide extra drill in areas where solving problems is especially important.
Examples: Workedout Examples, each with a title for easy reference, fall into four categories:
NEW: APPROACH paragraph: Workedout numerical Examples now all have a short introductory paragraph before the Solution, outlining an approach and the steps we can take to solve the given problem.
NEW: NOTE: Many Examples now have a brief "note" after the Solution, sometimes remarking on the Solution itself, sometimes mentioning an application, sometimes giving an alternate approach to solving the problem. These new Note paragraphs let the student know the Solution is finished, and now we mention a related issues.
NEW: Additional Examples: Some physics subjects require many different workedout Examples to clarify the issues. But so many Examples in a row can be overwhelming to some students. In those places, a subhead "Additional Examples" is meant to suggest to students that they could skip these in a first reading. When students include them during a second reading of the Chapter, they can give power to solve a greater range of Problems.
NEW: Exercises within the text, after an Example or a derivation, which give students a chance to see if they have understood enough to answer a simple question or do a simple calculation. Answers are given at the bottom of the last page of each Chapter.
Problems at the end of each Chapter have been increased in quality and quantity. Some old ones have been replaced or rewritten to make them clearer, and/or have had their numerical values changed. Each Chapter contains a large group of Problems arranged by Section and graded according to approximate difficulty: level I Problems are simple, designed to give students confidence; level II are "normal" Problems, providing more of a challenge and often the combination of two different concepts; level III are the most complex and are intended as "extra credit" Problems that will challenge even superior students. The arrangement by Section number is to help the instructors choose which material they want to emphasize, and means that those Problems depend on material up to and including that Section: earlier material may also be relied upon.
General Problems are unranked and grouped together at the end of each Chapter, accounting for perhaps 30% of all Problems. These are not necessarily more difficult, but they may be more likely to call on material from earlier Chapters. They are useful for instructors who want to give students a few Problems without the clue as to what Section must be referred to or how hard they are.
Questions, also at the end of each Chapter, are conceptual. They help students to use and apply the principles and concepts, and thus deepen their understanding or let them know they need to study more.
Assigning Problems
I suggest that instructors assign a significant number of the level I and level II Problems, as well as a small number of General Problems, and reserve level III Problems only as "extra credit" to stimulate the best students. Although most level I problems may seem easy, they help to build selfconfidence—an important part of learning, especially in physics. Answers to oddnumbered Problems are given in the back of the book.
Organization
The general outline of this new edition retains a traditional order of topics: mechanics Chapters 1 to 9; fluids, vibrations, waves, and sound Chapters 10 to 12; kinetic theory and thermodynamics Chapters 13 to 15; electricity and magnetism Chapters 16 to 22; light Chapters 23 to 25; and modern physics Chapters 26 to 33. Nearly all topics customarily taught in introductory physics courses are included here.
The tradition of beginning with mechanics is sensible because it was developed first, historically, and because so much else in physics depends on it. Within mechanics, there are various ways to order topics, and this book allows for considerable flexibility. I prefer to cover statics after dynamics, partly because many students have trouble with the concept of force without motion. Furthermore, statics is a special case of dynamics—we study statics so that we can prevent structures from becoming dynamic falling down. Nonetheless, statics Chapter 9 could be covered earlier after a brief introduction to vectors. Another option is light, which I have placed after electricity and magnetism and EM waves. But light could be treated immediately after waves Chapter 11. Special relativity Chapter 26 could be treated along with mechanics, if desired—say, after Chapter 7.
Not every Chapter need be given equal weight. Whereas Chapter 4 or Chapter 21 might require 1 Z to 2 weeks of coverage, Chapter 12 or 22 may need only 2 week or less. Because Chapter 11 covers standing waves, Chapter 12 could be left to the students to read on their own if little class time is available.
The book contains more material than can be covered in most oneyear courses. Yet there is great flexibility in choice of topics. Sections marked with a star * are considered optional. They contain slightly more advanced physics material perhaps material not usually covered in typical courses and/or interesting applications. They contain no material needed in later Chapters, except perhaps in later optional Sections. Not all unstarred Sections must be covered; there remains considerable flexibility in the choice of material. For a brief course, all optional material could be dropped, as well as major parts of Chapters 10,12,19, 22, 28, 29, 32, and 33, and perhaps selected parts of Chapters 7, 8, 9, 15, 21, 24, 25, and 31. Topics not covered in class can be a resource to students for later study.
New Applications
Relevant applications of physics to biology and medicine, as well as to architecture, other fields, and everyday life, have always been a strong feature of this book, and continue to be. Applications are interesting in themselves, plus they answer the students' question, "Why must I study physics?" New applications have been added. Here are a few of the new ones see list after Table of Contents, pages xii and xiii.