固态物理学家用的格林函数

固态物理学家用的格林函数

图书基本信息
出版时间:2002-07-01
出版社:世界图书出版公司
作者:S. Doniach,E. H. Sondheimer
页数:317
书名:固态物理学家用的格林函数
封面图片
固态物理学家用的格林函数

内容概要
A lot has happened in the field of condensed matter physics since the original edition of "Green's functions for Solid State Physicists" was published in 1974. Nevertheless, the book has helped introduce several generations of condensed matter physics graduate students to the very powerful ideas of quantum many body theory and some of their ap-plications, particularly those in the physics of itinerant magnetism and superconductivity that have nowadays come to be called "the correlated electron problem".     In preparing for the reprint edition, two new chapters have been added to the original text to provide an introduction to the recent de-velopments in this branch of condensed matter physics. Chapter 11 focuses on the understanding of the Kondo problem which grew out of the exact solutions developed in the mid 1970's. The accompanying growth of experimental work culminating in the discovery of the heavy fermion superconductors gave substance to the idea that Coulomb re-pulsion between electrons in a narrow band metal can actually lead to attraction between the electrons and resulting instabilities at low tem-peratures to either a superconducting or an antiferromagnetic state.
书籍目录
PREFACE
TO
THE
IMPERIAL
COLLEGE
PRESS
EDITION
PREFACE
INTRODUCTION:
THE
THEORY
OF
CONDENSED
MATTER
CHAPTER
1
LATFICE
DYNAMICS
IN
THE
HARMONIC
APPROXIMATION
1.1
The
ground
state
energy
1.2
The
ground
state
energy
as
an
integral
over
coupling
constant
1.3
The
neutron
scattering
cross-section
1.4
The
Green‘s
function
and
its
equation
of
motioff
1.5
The
iteration
solution
of
G
1.6
Summation
of
the
iteration
series
1.7
Calculation
of
the
ground
state
energy
and
the
neutron
cross-section
in
terms
of
the
phonon
Green‘s
function
CHAPTER
2
LATTICE
DYNAMICS
AT
FINITE
TEMPERATURES
2.1
The
free
energy
in
the
harmonic
approximation
2.2
The
phonon
temperature
Green‘s
function
2.3
The
real-time
Green‘s
function
and
neutron
scattering
at
finite
temperatures
CHAPTER
3
THE
FEYNMAN-DYSON
EXPANSION
3.1
Zero-temperature
theory:
general
formalism
3.2
Evaluation
of
the
phonon
Green‘s
function
at
T=
0
by
Feynman-Dyson
perturbation
theory
3.3
The
Feynman-Dyson
expansion
at
finite
temperatures
3.4
Direct
evaluation
of
the
free
energy
by
Feynman-Dyson
perturbation
theory
CHAPTER
4
THE
XCATTERING
OF
FERMIONS
BY
A
LOCALIZED
PERTURBATION
4.1
Scattering
of
a
single
electron
4.2
Formulationg
of
the
many-electon
scattering
problem
in
terms
of
fermion
creation
and
annihiation
oprtors
4.3
Single-electon
Green's
function
……CHAPTER
5
ELECTONS
IN
THE
PRESENCE
OF
MANY
IMPURITIES-THE
THEORY
OF
ELECTRICAL
RESISTANCE
IN
METASCHAPTER
6
THE
INTERACTING
ELECTRON
GASCHAPTER
7
THE
MAGNETIC
INSTABILITY
OF
THE
INTERACTING
ELECTORYGASCHAPTER
8
INTERACTING
ELECTORN
IN
THE
ATOMIC
LIMITCHAPTER
9
TRANSICNT
RESPOSIE
OF
THE
FERMI
GAS-THE
X-RAY
AND
KONDO
PROBLEMSCHAPTER
10
SUPERCONDUCTVIIVCHAPTER
11
STRONG
CORRELATED
ELECTRON
SYSTMS
HEAVY
FERMIONS
THE
I-DIMENSIONAL
ELECTION
GASCHAPTER
12
HIGH
T
SUPERCONDUCTIVTIYAPPENDIX1
SECOND
QUANTIZATION
FOR
FERMIONS
AND
BOSONSAPPENDIX2
TIME
CORRELATION
FUNCTIONS
AND
GREENS
FUNCTIONSBIBLIOGRAPHYHISTORICAL
NOTE
ON
GEORCE
GREENINDEX

图书标签Tags
物理,凝聚态物理,数学,好书


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评论与打分
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