Introduction to Optics
eBook - PDF

Introduction to Optics

  1. English
  2. PDF
  3. Available on iOS & Android
eBook - PDF

Introduction to Optics

About this book

Introduction to Optics is now available in a re-issued edition from Cambridge University Press. Designed to offer a comprehensive and engaging introduction to intermediate and upper level undergraduate physics and engineering students, this text also allows instructors to select specialized content to suit individual curricular needs and goals. Specific features of the text, in terms of coverage beyond traditional areas, include extensive use of matrices in dealing with ray tracing, polarization, and multiple thin-film interference; three chapters devoted to lasers; a separate chapter on the optics of the eye; and individual chapters on holography, coherence, fiber optics, interferometry, Fourier optics, nonlinear optics, and Fresnel equations.

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Yes, you can access Introduction to Optics by Frank L. Pedrotti,Leno M. Pedrotti,Leno S. Pedrotti in PDF and/or ePUB format, as well as other popular books in Physical Sciences & Optics & Light. We have over one million books available in our catalogue for you to explore.

Information

Publisher
Cambridge University Press
Year
2017
Print ISBN
9781108428262
eBook ISBN
9781108597548
Edition
3
Topic
Physical Sciences
Subtopic
Optics & Light
62
Chapter 
3
Optical 
Instrumentation
have 
supposed 
to 
be 
a 
minimum.
Hence 
there 
would 
be 
two 
angles 
of 
inci-
dence,
and 
producing 
minimum 
deviation,
contrary 
to 
experience.
The
geometric 
relations 
simplify 
in 
this 
case.
From 
Eq.
(3-11),
(3-12)
and 
from 
Eq.
(3-6),
(3-13)
Together 
these 
allow 
us 
to 
write
(3-14)
so 
that 
Eq.
(3-1) 
becomes
or
(3-15)
n
=
sin[
1
A
+
d
2>
2]
sin
1
A
>
2
2
sin
a
A
+
d
2
b
=
n
sin
a
A
2
b
u
Âż
=
A
2
and
u
=
d
+
A
2
A
=
2
u
Âż
d
=
2
u
-
2
u
Âż
u
2
,
u
1
Angle 
of 
incidence 
(
deg
)
Angle 
of 
deviation 
(deg)
20
d
min
15
23
20
25
30
40
60
80
35
40
Figure 
3-10
Graph 
of 
total 
deviation 
versus
angle 
of 
incidence 
for 
a 
light 
ray 
through 
a
prism 
with 
and 
Minimum
deviation 
occurs 
for 
an 
angle 
of 
23°.
n
=
1.50.
A
=
30°
u
u
u

u

B
A
d
d
/2
d
/2
Figure 
3-11
Progress 
of 
a 
ray 
through 
a
prism 
under 
the 
condition 
of 
minimum 
deviation.

Table of contents

  1. Cover
  2. Half-title
  3. Dedication
  4. Title page
  5. Copyright information
  6. Brief Contents
  7. Table of contents
  8. Physical Constants
  9. Preface
  10. Part I
  11. Part II
  12. References
  13. Answers to Selected Problems
  14. Index