Introduction to Ferroic Materials
eBook - PDF

Introduction to Ferroic Materials

  1. 764 pages
  2. English
  3. PDF
  4. Available on iOS & Android
eBook - PDF

Introduction to Ferroic Materials

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About This Book

Ferroic materials are important, not only because of the improved understanding of condensed matter, but also because of their present and potential device applications. This book presents a unified description of ferroic materials at an introductory level, with the unifying factor being the occurrence of nondisruptive phase transitions in crystals

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Yes, you can access Introduction to Ferroic Materials by Vinod Wadhawan in PDF and/or ePUB format, as well as other popular books in Ciencias físicas & Materia condensada. We have over one million books available in our catalogue for you to explore.

Information

Publisher
CRC Press
Year
2000
ISBN
9781482283051
740
Wadhawan:
Introduction
to
Ferroic
Materials
unit
representation,
592
unit-cell 
Hamiltonian,
166
unit-cell 
transform,
105
unitary 
operator,
590
unitary
representation,
592
universal 
group, 
247, 
604,
607
universal 
set, 
574,
604
universality,
20, 
404
universality 
class, 
167,
340
unordered 
set,
220
Unrelaxed
or
Ideal
Bicrystal,
251
Upper
and
Lower 
Marginal 
Dimen-
sionality,
163
upper 
critical 
dimensionality,
160
upper 
marginal 
dimensionality, 
408,
437
Urea 
inclusion 
compounds,
291
Vacancy
ordering,
283
variable 
acoustic 
delay 
line,
546
Variants,
220
varistor,
556
Vector
Space,
586
vectors,
586
Vegard's 
law,
186
Venn-Euler
diagram, 
131, 
445,
574
vibration-induced 
fluctuations
of
birefringence,
524
virgin 
hysteresis 
curve,
347
virtual 
phase,
467
Vogel-Fulcher
equation, 
318,
392
volume
dependence
of 
the
free
en-
ergy,
472
W'-wall,
462
Woo-wall,
462
W/-wall,
462
W-wall,
412,
462
Wall 
Charge,
412
wavevector,
104
wavevector
of 
an
acoustic
soft
mode,
437
wavevector 
space,
107
Weak
ferromagnetism,
313
Weiss 
constant,
302
well-defined
twin 
law,
233
width
of
moving 
domain 
walls,
416
Wiener-Khintchine 
theorem,
636
Wigner 
theorem,
577
Wigner-Seitz 
cell,
111
Wilson
fixed
point,
404
Wulff
construction,
275
Wulff
theorem,
274
wurtzite,
280
WyckofT
point
of
general 
position,
58
Wyckoff
point
of
special 
position,
58
Wyckoff
position,
57,
129,
261
XY
Model,
166
XY-ferroelectric,
406
yield
strength,
453
Zener-Eshelby
interaction, 
470,
471
zigzag
displacement 
vectors,
293
zinc
blende,
280
zinc
oxide 
varistor,
556
zirconia,
528,
548
Zirconia
toughened 
ceramics,
550

Table of contents

  1. Cover
  2. Half Title
  3. Title Page
  4. Copyright Page
  5. Contents
  6. Foreword
  7. Preface
  8. Part A: GENERAL CONSIDERATIONS
  9. Part B: CLASSES OF FERROICS, MICROSTRUCTURE, NANOSTRUCTURE, APPLICATIONS
  10. APPENDICES
  11. References Cited
  12. Author Index
  13. Subject Index