A physics major recently remarked that after struggling through
the first half of his junior level mechanics course, he felt that
the course was now going much better. What had changed? Did he have
a better background in the material they were covering now? No,
he responded. I started reading the book before every class.
That helps me a lot. I wish I had done it in Physics One and Two.
Clearly, this student learned something very important. It is something
most physics instructors wish they could teach all of their students
as soon as possible. Namely, no matter how smart your students are,
no matter how well your introductory courses are designed and taught,
your students will master more physics if they learn how to read
an understandable textbook carefully.
We know from surveys that the vast majority of introductory physics
students do not read their textbooks carefully. We think there are
two major reasons why: (1) many students complain that physics textbooks
are impossible to understand and too abstract, and (2) students
are extremely busy juggling their academic work, jobs, personal
obligations, social lives and interests. So they develop strategies
for passing physics without spending time on careful reading.We
address both of these reasons by making our revision to the sixth
edition of Fundamentals of Physics easier for students to understand
and by providing the instructor with more Reading Exercises (formerly
known as Checkpoints) and additional strategies for encouraging
students to read the text carefully. Fortunately, we are attempting
to improve a fine textbook whose active author, Jearl Walker, has
worked diligently to make each new edition more engaging and understandable.
In the next few sections we provide a summary of how
we are building upon HRW 6th and shaping it into this new textbook.
A Narrative That Supports Student Learning
One of our primary goals is to help students make sense of the
physics they are learning. We cannot achieve this goal if students
see physics as a set of disconnected mathematical equations that
each apply only to a small number of specific situations. We stress
conceptual and qualitative understanding and continually make connections
between mathematical equations and conceptual ideas.We also try
to build on ideas that students can be expected to already understand,
based on the resources they bring from everyday experiences.
In Understanding Physics we have tried to tell a story that flows
from one chapter to the next. Each chapter begins with an introductory
section that discusses why new topics introduced in the chapter
are important, explains how the chapter builds on previous chapters,
and prepares students for those that follow.We place explicit emphasis
on basic concepts that recur throughout the book. We use extensive
forward and backward referencing to reinforce connections between
topics. For example, in the introduction of Chapter 16 on Oscillations
we state: Although your study of simple harmonic motion will
enhance your understanding of mechanical systems it is also vital
to understanding the topics in electricity and magnetism encountered
in Chapters 30-37. Finally, a knowledge of SHM provides a basis
for understanding the wave nature of light and how atoms and nuclei
absorb and emit energy.
Emphasis on Observation
and Experimentation
Observations and concrete everyday experiences
are the starting points for development of mathematical expressions.
Experiment-based theory building is a major feature of the book.We
build ideas on experience that students either already have or can
easily gain through careful observation.
Whenever possible, the physical concepts and theories
developed in Understanding Physics grow out of simple observations
or experimental data that can be obtained in typical introductory
physics laboratories. We want our readers to develop the habit of
asking themselves:What do our observations, experiences and data
imply about the natural laws of physics? How do we know a given
statement is true? Why do we believe we have developed correct models
for the world?
Toward this end, the text often starts a chapter
by describing everyday observations with which students are familiar.This
makes Understanding Physics a text that is both relevant to students
everyday lives and draws on existing student knowledge. We try to
follow Arnold Arons principle idea first, name after.
That is, we make every attempt to begin a discussion by using everyday
language to describe common experiences. Only then do we introduce
formal physics terminology to represent the concepts being discussed.
For example, everyday pushes, pulls, and their impact on the motion
of an object are discussed before introducing the term force
or Newtons Second Law. We discuss how a balloon shrivels when
placed in a cold environment and how a pail of water cools to room
temperature before introducing the ideal gas law or the concept
of thermal energy transfer.
The idea first, name after philosophy
helps build patterns of association between concepts students are
trying to learn and knowledge they already have. It also helps students
reinterpret their experiences in a way that is consistent with physical
laws.
Examples and illustrations in Understanding Physics
often present data from modern computer-based laboratory tools.
These tools include computer-assisted data acquisition systems and
digital video analysis software. We introduce students to these
tools at the end of Chapter 1. Examples of these techniques are
shown in Figs. P-1 and P-2 (on the left) and Fig. P-3 on the next
page. Since many instructors use these computer tools in the laboratory
or in lecture demonstrations, these tools are part of the introductory
physics experience for more and more of our students. The use of
real data has a number of advantages. It connects the text to the
students experience in other parts of the course and it connects
the text directly to real world experience. Regardless of whether
data acquisition and analysis tools are used in the students
own laboratory, our use of realistic rather that idealized data
helps students develop an appreciation of the role that data evaluation
and analysis plays in supporting theory.
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