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9789810243975

The Casimir Effect: Physical Manifestations of Zero-Point Energy

by
  • ISBN13:

    9789810243975

  • ISBN10:

    9810243979

  • Format: Hardcover
  • Copyright: 2001-12-01
  • Publisher: WORLD SCIENTIFIC PUB CO INC
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Summary

Monograph develops the theory of quantum forces, based primarily on physically transparent Green's function techniques, and makes applications from quarks to the cosmos, as well as observable consequences in condensed matter systems.

Table of Contents

Preface vii
Introduction to the Casimir Effect
1(18)
Van der Waals Forces
1(2)
Casimir Effect
3(5)
Dimensional Dependence
8(3)
Applications
11(2)
Local Effects
13(1)
Sonoluminescence
14(1)
Radiative Corrections
15(1)
Other Topics
16(1)
Conclusion
16(1)
General References
16(3)
Casimir Force Between Parallel Plates
19(30)
Introduction
19(1)
Dimensional Regularization
20(2)
Scalar Green's Function
22(6)
Massive Scalar
28(2)
Finite Temperature
30(6)
Electromagnetic Casimir Force
36(5)
Variations
40(1)
Fermionic Casimir Force
41(8)
Summing Modes
42(2)
Green's Function Method
44(5)
Casimir Force Between Parallel Dielectrics
49(16)
The Lifshitz Theory
49(4)
Applications
53(8)
Temperature Dependence for Conducting Plates
54(3)
Finite Conductivity
57(1)
van der Waals Forces
57(2)
Force between Polarizable Molecule and a Dielectric Plate
59(2)
Experimental Verification of the Casimir Effect
61(4)
Casimir Effect with Perfect Spherical Boundaries
65(14)
Electromagnetic Casimir Self-Stress on a Spherical Shell
65(10)
Temperature Dependence
73(2)
Fermion Fluctuations
75(4)
The Casimir Effect of a Dielectric Ball: The Equivalence of the Casimir Effect and van der Waals Forces
79(26)
Green's Dyadic Formulation
79(3)
Stress on the Sphere
82(2)
Total Energy
84(2)
Fresnel Drag
86(2)
Electrostriction
88(1)
Dilute Dielectric-Diamagnetic Sphere
89(4)
Temperature Dependence
92(1)
Dilute Dielectric Ball
93(4)
Temperature Dependence
96(1)
Conducting Ball
97(2)
Van der Waals Self-Stress for a Dilute Dielectric Sphere
99(3)
Discussion
102(3)
Application to Hadronic Physics: Zero-Point Energy in the Bag Model
105(20)
Zero-point Energy of Confined Gluons
107(5)
Zero-point Energy of Confined Virtual Quarks
112(4)
Numerical Evaluation
113(1)
J = 1/2 Contribution
113(1)
Sum Over All Modes
114(1)
Asymptotic Evaluation of Lowest J Contributions
115(1)
Discussion and Applications
116(4)
Fits to Hadron Masses
118(2)
Calculation of the Bag Constant
120(3)
Recent Work
123(2)
Casimir Effect in Cylindrical Geometries
125(24)
Conducting Circular Cylinder
125(9)
Related Work
132(1)
Parallelepipeds
133(1)
Wedge-Shaped Regions
133(1)
Dielectric-Diamagnetic Cylinder - Uniform Speed of Light
134(12)
Integral Representation for the Casimir Energy
135(2)
Casimir Energy of an Infinite Cylinder when ∈1μ1 = ∈2μ2
137(5)
Dilute Compact Cylinder and Perfectly Conducting Cylindrical Shell
142(4)
Van der Waals Energy of a Dielectric Cylinder
146(3)
Casimir Effect in Two Dimensions: The Maxwell-Chern-Simons Casimir Effect
149(34)
Introduction
149(2)
Casimir Effect in 2 + 1 Dimensions
151(9)
Temperature Effect
158(1)
Discussion
158(1)
Casimir Force between Chern-Simons Surfaces
159(1)
Circular Boundary Conditions
160(19)
Casimir Self-Stress on a Circle
161(10)
Numerical Results at Zero Temperature
171(4)
High-Temperature Limit
175(1)
Discussion
176(3)
Scalar Casimir Effect on a Circle
179(4)
Casimir Effect on a D-dimensional Sphere
183(18)
Scalar or TE Modes
183(7)
TM Modes
190(9)
Energy Derivation
193(1)
Numerical Evaluation of the Stress
194(1)
Convergent Reformulation of (9.52)
195(2)
Casimir Stress for Integer D ≤ 1
197(1)
Numerical results
198(1)
Toward a Finite D = 2 Casimir Effect
199(2)
Cosmological Implications of the Casimir Effect
201(22)
Scalar Casimir Energies in M4 x SN
202(17)
N = 1
204(1)
The General Odd-N Case
205(3)
The Even-N Case
208(8)
A Simple ζ-Function Technique
216(3)
Discussion
219(1)
Other Work
219(1)
The Cosmological Constant
220(3)
Local Effects
223(16)
Parallel Plates
223(5)
Local Casimir Effect for Wedge Geometry
228(1)
Other Work
229(1)
Quark and Gluon Condensates in the Bag Model
229(7)
Surface Divergences
236(3)
Sonoluminescence and the Dynamical Casimir Effect
239(16)
Introduction
239(3)
The Adiabatic Approximation
242(2)
Discussion of Form of Force on Surface
244(3)
Bulk Energy
247(2)
Dynamical Casimir Effect
249(6)
Radiative Corrections to the Casimir Effect
255(10)
Formalism for Computing Radiative Corrections
257(2)
Radiative Corrections for Parallel Conducting Plates
259(3)
Other Work
262(1)
Radiative Corrections for a Spherical Boundary
262(1)
Conclusions
263(2)
Conclusions and Outlook
265(4)
Appendix A Relation of Contour Integral Method to Green's Function Approach 269(4)
Appendix B Casimir Effect for a Closed String 273(4)
B.1 Open Strings
275(2)
Bibliography 277(16)
Index 293

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