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An easy-to-follow guide to introductory physics, from the Big Bang to relativity All science, technology, engineering, and math majors in college and university require some familiarity with physics. Other career paths, like medicine, are also only open to students who understand this fundamental science. But don't worry if you find physics to be intimidating or confusing. You just need the right guide! In Physics I For Dummies, you'll find a roadmap to physics success that walks you through every major topic in introductory physics, including motion, energy, waves, thermodynamics, electromagnetism, relativity, and more. You'll learn the basic principles and math formulas of physics through clear and straightforward examples and instruction, and without unnecessary jargon or complicated theory. In this book, you'll also find: * Up-to-date examples and explanations appearing alongside the latest discoveries and research in physics, discussed at a level appropriate for beginning students * All the info found in an intro physics course, arranged in an intuitive sequence that will give first-year students a head start in their high school or college physics class * The latest teaching techniques to ensure that you remember and retain what you read and practice in the book Physics I For Dummies is proof that physics can fun, accessible, challenging, and rewarding, all at the same time! Whether you're a high school or undergraduate student looking for a leg-up on basic physics concepts or you're just interested in how our universe works, this book will help you understand the thermodynamic, electromagnetic, relativistic, and everything in between.

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Physics I For Dummies®, 3rd Edition

Published by: John Wiley & Sons, Inc., 111 River Street, Hoboken, NJ 07030-5774, www.wiley.com

Copyright © 2022 by John Wiley & Sons, Inc., Hoboken, New Jersey

Published simultaneously in Canada

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Library of Congress Control Number: 2022931882

ISBN 978-1-119-87222-1 (pbk); ISBN 978-1-119-87223-8 (ebk); ISBN 978-1-119-87224-5 (ebk)

Physics I For Dummies®

To view this book's Cheat Sheet, simply go to www.dummies.com and search for “Physics I For Dummies Cheat Sheet” in the Search box.

Table of Contents

Cover

Title Page

Copyright

Introduction

About This Book

Conventions Used in This Book

What You're Not to Read

Foolish Assumptions

How This Book Is Organized

Icons Used in This Book

Beyond the Book

Where to Go from Here

Part 1: Putting Physics into Motion

Chapter 1: Using Physics to Understand Your World

What Physics Is All About

Observing Objects in Motion

When Push Comes to Shove: Forces

Feeling Hot but Not Bothered: Thermodynamics

Chapter 2: Reviewing Physics Measurement and Math Fundamentals

Measuring the World around You and Making Predictions

Eliminating Some Zeros: Using Scientific Notation

Checking the Accuracy and Precision of Measurements

Arming Yourself with Basic Algebra

Tackling a Little Trig

Interpreting Equations as Real-World Ideas

Chapter 3: Exploring the Need for Speed

Going the Distance with Displacement

Speed Specifics: What Is Speed, Anyway?

Speeding Up (Or Down): Acceleration

Relating Acceleration, Time, and Displacement

Linking Velocity, Acceleration, and Displacement

Chapter 4: Following Directions: Motion in Two Dimensions

Visualizing Vectors

Putting Vectors on the Grid

A Little Trig: Breaking Up Vectors into Components

Featuring Displacement, Velocity, and Acceleration in two dimensions

Accelerating Downward: Motion under the Influence of Gravity

Part 2: May the Forces of Physics Be with You

Chapter 5: When Push Comes to Shove: Force

Newton’s First Law: Resisting with Inertia

Newton’s Second Law: Relating Force, Mass, and Acceleration

Newton’s Third Law: Looking at Equal and Opposite Forces

Chapter 6: Getting Down with Gravity, Inclined Planes, and Friction

Acceleration Due to Gravity: One of Life’s Little Constants

Finding a New Angle on Gravity with Inclined Planes

Getting Sticky with Friction

Let’s Get Fired Up! Sending Objects Airborne

Chapter 7: Circling Around Rotational Motion and Orbits

Centripetal Acceleration: Changing Direction to Move in a Circle

Seeking the Center: Centripetal Force

Getting Angular with Displacement, Velocity, and Acceleration

Letting Gravity Supply Centripetal Force

Looping the Loop: Vertical Circular Motion

Chapter 8: Go with the Flow: Looking at Pressure in Fluids

Mass Density: Getting Some Inside Information

Applying Pressure

Buoyancy: Float Your Boat with Archimedes’s Principle

Fluid Dynamics: Going with Fluids in Motion

Getting Up to Speed on Flow and Pressure

Part 3: Manifesting the Energy to Work

Chapter 9: Getting Some Work Out of Physics

Looking for Work

Making a Move: Kinetic Energy

Energy in the Bank: Potential Energy

Choose Your Path: Conservative versus Nonconservative Forces

Keeping the Energy Up: The Conservation of Mechanical Energy

Powering Up: The Rate of Doing Work

Chapter 10: Putting Objects in Motion: Momentum and Impulse

Looking at the Impact of Impulse

Gathering Momentum

The Impulse-Momentum Theorem: Relating Impulse and Momentum

When Objects Go Bonk: Conserving Momentum

When Worlds (Or Cars) Collide: Elastic and Inelastic Collisions

Chapter 11: Winding Up with Angular Kinetics

Going from Linear to Rotational Motion

Understanding Tangential Motion

Applying Vectors to Rotation

Doing the Twist: Torque

Spinning at Constant Velocity: Rotational Equilibrium

Chapter 12: Round and Round with Rotational Dynamics

Rolling Up Newton’s Second Law into Angular Motion

Moments of Inertia: Looking into Mass Distribution

Wrapping Your Head around Rotational Work and Kinetic Energy

Can’t Stop This: Angular Momentum

Chapter 13: Springs ’n’ Things: Simple Harmonic Motion

Bouncing Back with Hooke’s Law

Getting Around to Simple Harmonic Motion

Factoring Energy into Simple Harmonic Motion

Swinging with Pendulums

Part 4: Laying Down the Laws of Thermodynamics

Chapter 14: Turning Up the Heat with Thermodynamics

Measuring Temperature

The Heat Is On: Thermal Expansion

Heat: Going with the Flow (Of Thermal Energy)

Chapter 15: Here, Take My Coat: How Heat Is Transferred

Convection: Letting the Heat Flow

Too Hot to Handle: Getting in Touch with Conduction

Radiation: Riding the (Electromagnetic) Wave

Chapter 16: In the Best of All Possible Worlds: The Ideal Gas Law

Digging into Molecules and Moles with Avogadro’s Number

Relating Pressure, Volume, and Temperature with the Ideal Gas Law

Tracking Ideal Gas Molecules with the Kinetic Energy Formula

Chapter 17: Heat and Work: The Laws of Thermodynamics

Getting Temperature with Thermal Equilibrium: the Zeroth Law

Conserving Energy: The First Law of Thermodynamics

Flowing from Hot to Cold: The Second Law of Thermodynamics

Going Cold: The Third (And Absolute Last) Law of Thermodynamics

Part 5: The Part of Tens

Chapter 18: Ten Physics Heroes

Galileo Galilei

Sir Isaac Newton

Charles-Augustin de Coulomb

William Thomson (Lord Kelvin)

Marie Salomea Skłodowska Curie

Albert Einstein

Emmy Noether

Maria Goeppert Mayer

Chen-Shiung Wu

Jocelyn Bell Burnell

Chapter 19: Ten Wild Physics Theories

Time Slows Down

Moving Objects Contract

Heisenberg Says You Can’t Be Certain

Black Holes Don’t Let Light Out

Gravity Curves Space

Matter and Antimatter Destroy Each Other

Supernovas Are the Most Powerful Explosions

The Universe Starts with the Big Bang and Ends with the Gnab Gib

Microwave Ovens Are Hot Physics

Most Matter is Invisible

Glossary

Index

About the Author

Connect with Dummies

End User License Agreement

List of Tables

Chapter 2

TABLE 2-1 Units of Measurement in the MKS System

Chapter 5

TABLE 5-1 Units of Force

Chapter 7

TABLE 7-1 Linear and Angular Motion Formulas

Chapter 8

TABLE 8-1 Densities of Common Materials

Chapter 12

TABLE 12-1 Moments of Inertia for Various Shapes and Solids

Chapter 15

TABLE 15-1 Thermal Conductivities for Various Materials

List of Illustrations

Chapter 2

FIGURE 2-1: A labeled triangle that you can use to find trig values.

Chapter 3

FIGURE 3-1: Examining displacement with a golf ball.

FIGURE 3-2: A ball moving in two dimensions.

FIGURE 3-3: A trip from Ohio to Michigan.

FIGURE 3-4: Increasing velocity under constant acceleration.

Chapter 4

FIGURE 4-1: A vector, represented by an arrow, has both a direction and a magni...

FIGURE 4-2: Equal vectors have the same length and direction but may have diffe...

FIGURE 4-3: Going from the tail of one vector to the head of a second gets you ...

FIGURE 4-4: Take the sum of two vectors by creating a new vector.

FIGURE 4-5: Subtracting two vectors by putting their feet together and drawing ...

FIGURE 4-6: Use vector coordinates to make handling vectors easy.

FIGURE 4-7: Breaking a vector into components allows you to add or subtract the...

FIGURE 4-8: Using the angle created by a vector to get to a hotel.

FIGURE 4-9: A baseball diamond is a series of vectors created by the

x

-axis and...

FIGURE 4-10: You can use acceleration and change in time to find a change in ve...

FIGURE 4-11: A golf ball about to roll off a cliff.

FIGURE 4-12: A kicked soccer ball.

Chapter 5

FIGURE 5-1: Accelerating a hockey puck.

FIGURE 5-2: A ball in flight may face many forces that act on it.

FIGURE 5-3: The net force vector factors in all forces to determine the ball’s ...

FIGURE 5-4: A free-body diagram of all the forces acting on a football at one t...

FIGURE 5-5: Equal forces acting on a car tire and the road during acceleration.

FIGURE 5-6: Pulling a heavy puck with a rope to exert equal force on both ends.

FIGURE 5-7: Using a pulley to exert force.

FIGURE 5-8: Using a pulley at an angle to keep a mass stationary.

FIGURE 5-9: Hanging a sign requires equilibrium from the involved forces.

Chapter 6

FIGURE 6-1: Racing a cart down a ramp.

FIGURE 6-2: The angle of the direction perpendicular to the ramp surface from t...

FIGURE 6-3: The forces acting on a bar of gold.

FIGURE 6-4: You must battle different types of force and friction to push an ob...

FIGURE 6-5: All the forces acting on an object sliding down a ramp.

FIGURE 6-6: Shooting a cannon at a particular angle with respect to the ground.

Chapter 7

FIGURE 7-1: Velocity constantly changes direction when an object is in circular...

FIGURE 7-2: A golf ball on a string traveling with constant speed.

FIGURE 7-3: The forces acting on a car banking around a turn.

FIGURE 7-4: A circular arc extends an angle of one radian.

FIGURE 7-5: The force and velocity of a ball on a circular track.

Chapter 8

FIGURE 8-1: A cube of water has different pressures on the top and bottom faces...

FIGURE 8-2: A hydraulic system magnifies force.

FIGURE 8-3: A raft in water.

FIGURE 8-4: A streamline shows the directions of flow.

FIGURE 8-5: A cube of fluid flowing through a pipe.

Chapter 9

FIGURE 9-1: To do work on this gold ingot, you have to push with enough force t...

FIGURE 9-2: More force is required to do the same amount of work if you pull at...

FIGURE 9-3: You find the net force acting on an object to find its speed at the...

FIGURE 9-4: Kinetic energy converted to potential energy and then back to kinet...

Chapter 10

FIGURE 10-1: Examining force versus time gives you the impulse you apply on obj...

FIGURE 10-2: The average force over a time interval depends on the values the f...

FIGURE 10-3: Shooting a wooden block on a string allows you to experiment with ...

FIGURE 10-4: Before, during, and after a collision between two balls moving in ...

Chapter 11

FIGURE 11-1: A ball in circular motion has angular speed with respect to the ra...

FIGURE 11-2: Angular velocity points in a direction perpendicular to the wheel.

FIGURE 11-3: Angular acceleration in the same direction as the angular velocity...

FIGURE 11-4: Angular acceleration in the direction opposite the angular velocit...

FIGURE 11-5: Angular acceleration perpendicular to the angular velocity tilts t...

FIGURE 11-6: A seesaw demonstrates torque in action.

FIGURE 11-7: The torque you exert on a door depends on where you push it.

FIGURE 11-8: You produce a useful angle of a lever arm by exerting force in the...

FIGURE 11-9: A turning motion toward larger positive angles indicates a positiv...

FIGURE 11-10: A schematic of the forces acting on Hercules’s arm.

FIGURE 11-11: Hanging a heavy flag requires some serious torque.

FIGURE 11-12: Keeping a ladder upright requires friction and rotational equilib...

Chapter 12

FIGURE 12-1: A tangential force applied to a ball on a string.

FIGURE 12-2: The shapes corresponding to the moments of inertia in Table 12-1.

FIGURE 12-3: You use the torque you apply and the angular motion of the pulley ...

FIGURE 12-4: Exerting a force to turn a tire.

FIGURE 12-5: A solid cylinder and a hollow cylinder ready to race down a ramp.

Chapter 13

FIGURE 13-1: The direction of force exerted by a spring.

FIGURE 13-2: A ball on a spring, influenced by gravity.

FIGURE 13-3: Tracking a ball’s simple harmonic motion over time.

FIGURE 13-4: The vertical component of the displacement of an object moving in ...

FIGURE 13-5: A reference circle helps you analyze simple harmonic motion.

FIGURE 13-6: A pendulum moves in simple harmonic motion.

Chapter 14

FIGURE 14-1: Linear expansion usually takes place when you apply heat to solids...

FIGURE 14-2: Phase changes of water.

Chapter 15

FIGURE 15-1: You can see convection in action by boiling a pot of water.

FIGURE 15-2: Conduction heats the pot that holds the boiling water.

FIGURE 15-3: Conducting heat in a bar of steel.

FIGURE 15-4: An incandescent light bulb radiates heat into its environment.

Chapter 16

FIGURE 16-1: For an ideal gas, pressure is directly proportional to temperature...

Chapter 17

FIGURE 17-1: An isobaric system may feature a change in volume, but the pressur...

FIGURE 17-2: Pressure and volume in an isobaric system.

FIGURE 17-3: An isochoric system features a constant volume as other quantities...

FIGURE 17-4: Because volume is constant in an isochoric process, no work is don...

FIGURE 17-5: An isothermal system maintains a constant temperature amidst other...

FIGURE 17-6: The area under the curve shows the work done in an isothermal proc...

FIGURE 17-7: An adiabatic system doesn’t allow heat to escape or enter.

FIGURE 17-8: An adiabatic graph of pressure versus volume.

FIGURE 17-9: A heat engine turns heat into work.

Guide

Cover

Title Page

Copyright

Table of Contents

Begin Reading

Glossary

Index

About the Author

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Introduction

Physics is what it’s all about. What what’s all about? Everything. Physics is present in every action around you. And because physics is everywhere, it gets into some tricky places, which means it can be hard to follow. Studying physics can be even worse when you’re reading some dense textbook that’s hard to follow.

For most people who come into contact with physics, textbooks that land with 1,200-page whumps on desks are their only exposure to this amazingly rich and rewarding field. And what follows are weary struggles as the readers try to scale the awesome bulwarks of the massive tomes. What’s vastly different about this physics book is that it’s written from the reader’s point of view.

About This Book

Physics I For Dummies, 3rd Edition, is all about physics from your point of view. We know that most students share one common trait: confusion. As in, “I’m confused about what I did to deserve such torture.”

This book is different. Instead of writing it from the physicist’s or professor’s point of view, we wrote it from the reader’s point of view. We’ve taken great care to jettison the top-down kinds of explanations instead of the usual book presentation of this topic. You don’t survive one-on-one tutoring sessions for long unless you get to know what really makes sense to people — what they want to see from their points of view. In other words, this book is designed to be crammed full of the good stuff — and only the good stuff. You also discover unique ways of looking at problems that professors and teachers use to make figuring out the problems simple.

Conventions Used in This Book

Some books have a dozen conventions that you need to know before you can start. Not this one. All you need to know is that variables and new terms appear in italics, like this, and that vectors — items that have both a magnitude and a direction — appear in bold. Web addresses appear in monofont.

What You're Not to Read

We provide two elements in this book that you don’t have to read at all if you’re not interested in the inner workings of physics — sidebars and paragraphs marked with a Technical Stuff icon.

Sidebars provide a little more insight into what’s going on with a particular topic. They give you a little more of the story, such as how some famous physicist made a discovery or an unexpected real-life application of the point under discussion. You can skip these sidebars, if you like, without missing any essential physics.

The Technical Stuff material gives you technical insights into a topic, but you don’t miss any information that you need to do a problem. Your guided tour of the world of physics won’t suffer at all.

Foolish Assumptions

In writing this book, we made some assumptions about you:

You have no or very little prior knowledge of physics.

You have some math prowess. In particular, you know algebra and a little trigonometry. You don’t need to be an algebra pro, but you should know how to move items from one side of an equation to another and how to solve for values.

You want physics concepts explained clearly and concisely, and you want examples that let you see those concepts in action.

How This Book Is Organized

The natural world is, well, big. And to handle it, physics breaks the world down into different parts. The following sections present the various parts you see in this book.

Part 1: Putting Physics into Motion

You usually start your physics journey with motion, because describing motion — including acceleration, velocity, and displacement — isn’t very difficult. You have only a few equations to deal with, and you can get them under your belt in no time at all. Examining motion is a great way to understand how physics works, both in measuring and in predicting what’s going on.

Part 2: May the Forces of Physics Be with You

“For every action, there is an equal and opposite reaction.” Ever heard that one? The law (and its accompanying implications) comes up in this part. Without forces, the motion of objects wouldn’t change at all, which would make for a very boring world. Thanks to Sir Isaac Newton, physics is particularly good at explaining what happens when you apply forces. You also take a look at the motion of fluids.

Part 3: Manifesting the Energy to Work

If you apply a force to an object, moving it around and making it go faster, what are you really doing? You’re doing work, and that work becomes the kinetic energy of that object. Together, work and energy explain a whole lot about the whirling world around you, which is why we dedicate Part 3 to these topics.

Part 4: Laying Down the Laws of Thermodynamics

What happens when you stick your finger in a candle flame and hold it there? You get a burned finger, that’s what. And you complete an experiment in heat transfer, one of the topics you see in Part 4, which is a roundup of thermodynamics — the physics of heat and heat flow. You also see how heat-based engines work, how ice melts, how the ideal gas behaves, and more.

Part 5: The Part of Tens

The Parts of Tens is made up of fast-paced lists of ten items each. You discover all kinds of amazing topics here, like some far-out physics — everything from black holes and the Big Bang to wormholes in space — as well as some famous scientists whose contributions made a big difference in the field.

Icons Used in This Book

You come across some icons that call attention to certain tidbits of information in this book. Here’s what the icons mean:

This icon marks information to remember, such as an application of a law of physics or a particularly juicy equation.

When you run across this icon, be prepared to find a shortcut in the math or info designed to help you understand a topic better.

This icon highlights common mistakes people make when studying physics and solving problems.

This icon means that the info is technical, insider stuff. You don’t have to read it if you don’t want to, but if you want to become a physics pro (and who doesn’t?), take a look.

Beyond the Book

In addition to what you’re reading right now, this book comes with a free access-anywhere Cheat Sheet for when you need a quick physics refresher on important constants and equations. To get this Cheat Sheet, simply go to www.dummies.com and type Physics I For Dummies Cheat Sheet in the search box.

Where to Go from Here

You can leaf through this book; you don’t have to read it from beginning to end. Like other For Dummies books, this one was designed to let you skip around as you like. This is your book, and physics is your oyster. You can jump into Chapter 1, which is where all the action starts; you can head to Chapter 2 for a discussion of the necessary algebra and trig you should know; or you can jump in anywhere you like if you know exactly what topic you want to study. And when you’re ready for more-advanced topics, from electromagnetism to relativity to nuclear physics, you can check out Physics II For Dummies.

Part 1

Putting Physics into Motion

IN THIS PART …

Part 1 is designed to give you an introduction to the ways of physics. Motion is one of the easiest physics topics to work with, and you can become a motion meister with just a few equations. This part also arms you with foundational info on math and measurement to show how physics equations describe the world around you. Just plug in the numbers, and you can make calculations that astound your peers.

Chapter 1

Using Physics to Understand Your World

IN THIS CHAPTER

Recognizing the physics in your world

Understanding motion

Handling the force and energy around you

Getting hot under the collar with thermodynamics

Physics is the study of the world and universe around you. Luckily, the behavior of the matter and energy — the stuff of this universe — is not completely unruly. Instead, it strictly obeys laws, which physicists are gradually revealing through the careful application of the scientific method, which relies on experimental evidence and sound rigorous reasoning. In this way, physicists have been uncovering more and more of the beauty that lies at the heart of the workings of the universe, from the infinitely small to the mind-bogglingly large.

Physics is an all-encompassing science. You can study various aspects of the natural world (in fact, the word physics is derived from the Greek word physika, which means “natural things”), and accordingly, you can study different fields in physics: the physics of objects in motion, of energy, of forces, of gases, of heat and temperature, and so on. You enjoy the study of all these topics and many more in this book. In this chapter, we give an overview of physics — what it is, what it deals with, and why mathematical calculations are important to it — to get you started.

What Physics Is All About

Many people are a little on edge when they think about physics. For them, the subject seems like some highbrow topic that pulls numbers and rules out of thin air. But the truth is that physics exists to help you make sense of the world. Physics is a human adventure, undertaken on behalf of everyone, into the way the world works.

At its root, physics is all about becoming aware of your world and using mental and mathematical models to explain it. The gist of physics is this: You start by making an observation, you create a model to simulate that situation, and then you add some math to fill it out — and voilà! You have the power to predict what will happen in the real world. All this math exists to help you see what happens and why.

In this section, we explain how real-world observations fit in with the math. The later sections take you on a brief tour of the key topics that comprise basic physics.

Observing the world

You can observe plenty going on around you in your complex world. Leaves are waving, the sun is shining, light bulbs are glowing, cars are moving, computer printers are printing, people are walking and riding bikes, streams are flowing, and so on. When you stop to examine these actions, your natural curiosity gives rise to endless questions such as these

Why do I slip when I try to climb that snowbank?

How distant are other stars, and how long would it take to get there?

How does an airplane wing work?

How can a thermos flask keep hot things warm

and

keep cold things cool?

Why does an enormous cruise ship float when a paper clip sinks?

Why does water roll around when it boils?

Any law of physics comes from very close observation of the world, and any theory that a physicist comes up with has to stand up to experimental measurements. Physics goes beyond qualitative statements about physical things — “If I push the child on the swing harder, then she swings higher,” for example. With the laws of physics, you can predict precisely how high the child will swing.

Making predictions

Physics is simply about modeling the world (although an alternative viewpoint claims that physics actually uncovers the truth about the workings of the world; it doesn’t just model it). You can use these mental models to describe how the world works: how blocks slide down ramps, how stars form and shine, how black holes trap light so it can’t escape, what happens when cars collide, and so on.

When these models are first created, they sometimes have little to do with numbers; they just cover the gist of the situation. For example, a star is made up of this layer and then that layer, and as a result, this reaction takes place, followed by that one. And pow! — you have a star. As time goes on, those models become more numeric, which is where physics students sometimes start having problems. Physics class would be a cinch if you could simply say, “That cart is going to roll down that hill, and as it gets toward the bottom, it’s going to roll faster and faster.” But the story is more involved than that — not only can you say that the cart is going to go faster, but in exerting your mastery over the physical world, you can also say how much faster it’ll go.

There’s a delicate interplay between theory, formulated with math, and experimental measurements. Often experimental measurements not only verify theories but also suggest ideas for new theories, which in turn suggest new experiments. Both feed off each other and lead to further discovery.

Many people approaching this subject may think of math as something tedious and overly abstract. However, in the context of physics, math comes to life. A quadratic equation may seem a little dry, but when you’re using it to work out the correct angle to fire a rocket at for the perfect trajectory, you may find it more palatable! Chapter 2 explains all the math you need to know to perform basic physics calculations.

Reaping the rewards

So what are you going to get out of physics? If you want to pursue a career in physics or in an allied field such as engineering, the answer is clear: You’ll need this knowledge on an everyday basis. But even if you’re not planning to embark on a physics-related career, you can get a lot out of studying the subject. You can apply much of what you discover in an introductory physics course to real life:

In a sense, all other sciences are based upon physics. For example, the structure and electrical properties of atoms determine chemical reactions; therefore, all of chemistry is governed by the laws of physics. In fact, you could argue that everything ultimately boils down to the laws of physics!

Physics does deal with some pretty cool phenomena. Many videos of physical phenomena have gone viral on YouTube; take a look for yourself. Do a search for “non-Newtonian fluid,” and you can watch the creeping, oozing dance of a cornstarch/water mixture on a speaker cone.

More important than the applications of physics are the problem-solving skills it arms you with for approaching any kind of problem. Physics problems train you to stand back, consider your options for attacking the issue, select your method, and then solve the problem in the easiest way possible.

Observing Objects in Motion

Some of the most fundamental questions you may have about the world deal with objects in motion. Will that boulder rolling toward you slow down? How fast do you have to move to get out of its way? (Grab your calculator… .) Motion was one of the earliest explorations of physics.

When you take a look around, you see that the motion of objects changes all the time. You see a motorcycle coming to a halt at a stop sign. You see a leaf falling and then stopping when it hits the ground, only to be picked up again by the wind. You see a pool ball hitting other balls in just the wrong way so that they all move without going where they should. Part 1 of this book handles objects in motion — from balls to railroad cars and most objects in between. In this section, we introduce motion in a straight line, rotational motion, and the cyclical motion of springs and pendulums.

Measuring speed, direction, velocity, and acceleration

Speeds are big with physicists — how fast is an object going? Thirty-five miles per hour not enough? How about 3,500? No problem when you’re dealing with physics. Besides speed, the direction an object is going is important if you want to describe its motion. If the home team is carrying a football down the field, you want to make sure that they’re going in the right direction.

When you put speed and direction together, you get a vector — the velocity vector. Vectors are a very useful kind of quantity. Anything that has both size and direction is best described with a vector. Vectors are often represented as arrows, where the length of the arrow tells you the magnitude (size), and the direction of the arrow tells you the direction. For a velocity vector, the length corresponds to the speed of the object, and the arrow points in the direction the object is moving. (To find out how to use vectors, head to Chapter 4.)

Everything has a velocity, so velocity is great for describing the world around you. Even if an object is at rest with respect to the ground, it’s still on the Earth, which itself has a velocity. (And if everything has a velocity, it’s no wonder physicists keep getting grant money — somebody has to measure all that motion.)

If you’ve ever ridden in a car, you know that velocity isn’t the end of the story. Cars don’t start off at 60 miles per hour; they have to accelerate until they get to that speed. Like velocity, acceleration has not only a magnitude but also a direction, so acceleration is a vector in physics as well. We cover speed, velocity, and acceleration in Chapter 4.

Round and round: Rotational motion

Plenty of things go round and round in the everyday world — figure skaters, tires, pitchers’ arms, clothes in a dryer, roller coasters doing the loop, or just little kids spinning from joy in their first snowstorm. That being the case, physicists want to get in on the action with measurements. Just as you can have a car moving and accelerating in a straight line, its tires can rotate and accelerate in a circle.

Going from the linear world to the rotational world turns out to be easy, because there’s a handy physics analog (which is a fancy word for “equivalent”) for everything linear in the rotational world. For example, distance traveled becomes angle turned. Speed in meters per second becomes angular speed in angle turned per second. Even linear acceleration becomes rotational acceleration.

So when you know linear motion, rotational motion just falls in your lap. You use the same equations for both linear and angular motion — just different symbols with slightly different meanings (angle replaces distance, for example). You’ll be looping the loop in no time. Chapter 7 has the details.

Springs and pendulums: Simple harmonic motion

Have you ever watched something bouncing up and down on a spring? That kind of motion puzzled physicists for a long time, but then they got down to work. They discovered that when you stretch a spring, the force isn’t constant. The spring pulls back, and the more you pull the spring, the stronger it pulls back.

So how does the force compare to the distance you pull a spring? The force is directly proportional to the amount you stretch the spring: Double the amount you stretch the spring, and you double the amount of force with which the spring pulls back.

Physicists were overjoyed — this was the kind of math they understood. Force proportional to distance? Great — you can put that relationship into an equation, and you can use that equation to describe the motion of the object tied to the spring. Physicists got results telling them just how objects tied to springs would move — another triumph of physics.

This particular triumph is called simple harmonic motion. It’s simple because force is directly proportional to distance, and so the result is simple. It’s harmonic because it repeats over and over again as the object on the spring bounces up and down. Physicists were able to derive simple equations that could tell you exactly where the object would be at any given time.

But that’s not all. Simple harmonic motion applies to many objects in the real world, not just things on springs. For example, pendulums also move in simple harmonic motion. Say you have a stone that’s swinging back and forth on a string. As long as the arc it swings through isn’t too high, the stone on a string is a pendulum; therefore, it follows simple harmonic motion. If you know how long the string is and how big of an angle the swing covers, you can predict where the stone will be at any time. We discuss simple harmonic motion in Chapter 13.

When Push Comes to Shove: Forces

Forces are a particular favorite in physics. You need forces to get motionless things moving — literally. Consider a stone on the ground. Many physicists (except, perhaps, geophysicists) would regard it suspiciously. It’s just sitting there. What fun is that? What can you measure about that? After physicists had measured its size and mass, they’d lose interest.

But kick the stone — that is, apply a force — and watch the physicists come running over. Now something is happening — the stone started at rest, but now it’s moving. You can find all kinds of numbers associated with this motion. For instance, you can connect the force you apply to something to its mass and get its acceleration. And physicists love numbers, because numbers help describe what’s happening in the physical world.

Physicists are experts in applying forces to objects and predicting the results. Got a refrigerator to push up a ramp and want to know if it’ll go? Ask a physicist. Have a rocket to launch? Same thing.

Absorbing the energy around you

You don’t have to look far to find your next piece of physics. (You never do.) As you exit your house in the morning, for example, you may hear a crash up the street. Two cars have collided at a high speed, and locked together, they’re sliding your way. Thanks to physics (and more specifically, Part 3 of this book), you can make the necessary measurements and predictions to know exactly how far you have to move to get out of the way.

Having mastered the ideas of energy and momentum helps at such a time. You use these ideas to describe the motion of objects with mass. The energy of motion is called kinetic energy, and when you accelerate a car from 0 to 60 miles per hour in 10 seconds, the car ends up with plenty of kinetic energy.

Where does the kinetic energy come from? It comes from work, which is what happens when a force moves an object through a distance. The energy can also come from potential energy, the energy stored in the object, which comes from the work done by a particular kind of force, such as gravity or electrical forces. Using gasoline, for example, an engine does work on the car to get it up to speed. But you need a force to accelerate something, and the way the engine does work on the car, surprisingly, is to use the force of friction with the road. Without friction, the wheels would simply spin, but because of a frictional force, the tires impart a force on the road. For every force between two objects, there is a reactive force of equal size but in the opposite direction. So the road also exerts a force on the car, which causes it to accelerate.

Or say that you’re moving a piano up the stairs of your new place. After you move up the stairs, your piano has potential energy, simply because you put in a lot of work against gravity to get the piano up those six floors. Unfortunately, your roommate hates pianos and drops yours out the window. What happens next? The potential energy of the piano due to its height in a gravitational field is converted into kinetic energy, the energy of motion. You decide to calculate the final speed of the piano as it hits the street. (Next, you calculate the bill for the piano, hand it to your roommate, and go back downstairs to get your drum set.)

That’s heavy: Pressures in fluids

Ever notice that when you’re 5,000 feet down in the ocean, the pressure is different from at the surface? Never been 5,000 feet beneath the ocean waves? Then you may have noticed the difference in pressure when you dive into a swimming pool. The deeper you go, the higher the pressure is because of the weight of the water above you exerting a force downward. Pressure is just force per area.

Got a swimming pool? Any physicists worth their salt can tell you the approximate pressure at the bottom if you tell them how deep the pool is. When working with fluids, you have all kinds of other quantities to measure, such as the velocity of fluids through small holes, a fluid’s density, and so on. Once again, physics responds with grace under pressure. You can read about forces in fluids in Chapter 8.

Feeling Hot but Not Bothered: Thermodynamics

Heat and cold are parts of your everyday life. Ever take a look at the beads of condensation on a cold glass of water in a warm room? Water vapor in the air is being cooled when it touches the glass, and it condenses into liquid water. The condensing water vapor passes thermal energy to the glass, which passes thermal energy to the cold drink, which ends up getting warmer as a result.

Thermodynamics can tell you how much heat you’re radiating away on a cold day, how many bags of ice you need to cool a lava pit, and anything else that deals with heat energy. You can also take the study of thermodynamics beyond planet Earth. Why is space cold? In a normal environment, you radiate heat to everything around you, and everything around you radiates heat back to you. But in space, your heat just radiates away, so you can freeze.

Radiating heat is just one of the three ways heat can be transferred. You can discover plenty more about heat, whether created by a heat source like the sun or by friction, through the topics in Part 4.