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Cover image for Atomic physics : an exploration through problems and solutions
Title:
Atomic physics : an exploration through problems and solutions
Personal Author:
Edition:
2nd ed.
Publication Information:
Oxford, ENK. ; New York : Oxford University Press, 2008.
Physical Description:
xx, 518 p. : ill. ; 26 cm.
ISBN:
9780199532421

9780199532414
General Note:
Previous ed.: 2004.

On Order

Summary

Summary

This book provides a bridge between the basic principles of physics learned as an undergraduate and the skills and knowledge required for advanced study and research in the exciting field of atomic physics. The text is organized in a unique and versatile format --- as a collection of problems, hints, detailed solutions, and in-depth tutorials. This enables the reader to open the book at any page and get a solid introduction to subjects on the cutting edge of atomic physics, such as frequency comb metrology, tests of fundamental symmetries with atoms, atomic magnetometers, atom trapping and cooling, and Bose-Einstein condensates. The text also includes problems and tutorials on important basics that every practicing atomic physicist should know, but approached from the perspective of experimentalists: formal calculations are avoided where possible in favor of 'back-of-the-envelope' estimates, symmetry arguments, and physical analogies. The 2nd edition contains over 10 new problems, and includes important updates, revisions, and corrections of several problems of the 1st edition.


Author Notes

Dmitry Budker Department of Physics University of California at Berkeley Ph.D. from the University of California at Berkeley (1993), American Physical Society Award for Outstanding Doctoral Thesis Research in Atomic, Molecular and Optical Physics (1994), National Science Foundation Career Award (1998), Miller Research Professorship (2002-2003), Elected Fellow of the American Physical Society (2005), R&D 100 Award for Laser Detected Magnetic-Resonance Imaging (2007).Derek F. Kimball Department of Physics California State University - East Bay Ph. D. from the University of California at Berkeley (2005), Departmental Citation in Physics, University of California at Berkeley (1998).David P. DeMille Physics Department Yale University Ph. D. from the University of California at Berkeley (1994), Elected Fellow of the American Physical Society (2005), Francis M. Pipkin Award (2007).


Reviews 1

Choice Review

Formal education in physics at both undergraduate and graduate levels requires assimilation of material in structured, self-contained courses with only occasional references to outside materials. This is, of course, a matter of necessity, but it is also a limiting aspect of formal education. If the object of an education in physics is an awareness and understanding of the physical world, this approach falls short. The solution of problems, a natural result of seeking understanding of the physical world, requires an integration of information from a wide range of formal and informal sources. Budker and Kimball (Univ. of California, Berkeley) and DeMille (Yale Univ.) take up the solution of a variety of problems in atomic and molecular physics by using such an integrated approach. In the course of presenting solutions to close to 100 problems, materials from quantum mechanics, classical mechanics, and electrodynamics are used in an especially attractive and informative way. Appendixes contain practical information about units, atomic constants notation, and useful mathematics. Another book of this type, though more specialized and considerably older, is Problems in Quantum Mechanics, by I.I. Gol'dman and V.D. Krivchenkov (1961; reprinted 1993). Extensive bibliography; detailed index. A physics book that is a pleasure to read. ^BSumming Up: Highly recommended. Upper-division undergraduates through professionals. M. Coplan Institute for Physical Science and Technology


Table of Contents

Preface to the Second Editionp. xv
Preface to the First Editionp. xvii
Notationp. xix
1 Atomic structurep. 1
1.1 Ground state of phosphorusp. 1
1.2 Exchange interactionp. 7
1.3 Spin-orbit interactionp. 10
1.4 Hyperfine structure and Zeeman effect in hydrogenp. 13
1.5 Hydrogenic ionsp. 18
1.6 Geoniump. 21
1.7 The Thomas-Fermi model (T)p. 30
1.8 Electrons in a shellp. 33
1.9 Isotope shifts and the King plotp. 37
1.10 Crude model of a negative ionp. 41
1.11 Hyperfine-interaction-induced mixing of states of different Jp. 42
1.12 Electron density inside the nucleus (T)p. 46
1.13 Parity nonconservation in atomsp. 51
1.14 Parity nonconservation in anti-atomsp. 61
1.15 The anapole moment (T)p. 65
2 Atoms in external fieldsp. 75
2.1 Electric polarizability of the hydrogen ground statep. 75
2.2 Polarizabilities for highly excited atomic statesp. 78
2.3 Using Stark shifts to measure electric fieldsp. 79
2.4 Larmor precession frequencies for alkali atomsp. 81
2.5 Magnetic field inside a magnetized spherep. 84
2.6 Classical model of magnetic resonancep. 85
2.7 Energy level shifts due to oscillating fields (T)p. 90
2.8 Spin relaxation due to magnetic field inhomogeneityp. 102
2.9 The E x v effect in vapor cellsp. 107
2.10 Field ionization of hydrogenic ionsp. 110
2.11 Electric-field shifts of magnetically split Zeeman sublevelsp. 110
2.12 Geometric (Berry's) phasep. 112
2.13 Nuclear dipole-dipole relaxationp. 116
2.14 Magnetic spin precession of a free magnetp. 118
3 Interaction of atoms with lightp. 121
3.1 Two-level system under periodic perturbation (T)p. 121
3.2 Quantization of the electromagnetic field (T)p. 128
3.3 Emission of light by atoms (T)p. 134
3.4 Absorption of light by atomsp. 144
3.5 Resonant absorption cross-sectionp. 147
3.6 Absorption cross-section for a Doppler-broadened linep. 149
3.7 Saturation parameters (T)p. 151
3.8 Angular distribution and polarization of atomic fluorescencep. 158
3.9 Change in absorption due to optical pumpingp. 162
3.10 Optical pumping and the density matrixp. 168
3.11 Cascade decayp. 172
3.12 Coherent laser excitationp. 175
3.13 Transit-time broadeningp. 176
3.14 A quiz on fluorescence and light scatteringp. 179
3.15 Two-photon transition probabilityp. 183
3.16 Vanishing Raman scatteringp. 185
3.17 Excitation of atoms by off-resonant laser pulsesp. 187
3.18 Hyperfine-interaction-induced magnetic dipole (M1) transitionsp. 190
3.19 Transitions with unresolved hyperfine structurep. 193
3.20 Optical pumping and quantum beats in Mercuryp. 195
3.21 Thomson scatteringp. 199
3.22 Classical model for a magnetic-dipole transitionp. 201
3.23 Nonlinear three-wave mixing in isotropic chiral mediap. 204
3.24 A negatively refracting atomic vapor?p. 207
3.25 Light propagation in anisotropic crystalsp. 212
3.26 Electromagnetically induced transparency (EIT)p. 215
4 Interaction of light with atoms in external fieldsp. 223
4.1 Resonant Faraday rotationp. 223
4.2 Kerr effect in an atomic mediump. 227
4.3 The Hanle effectp. 233
4.4 Electric-field-induced decay of the hydrogen 2 [superscript 2]S[subscript 1/2] statep. 236
4.5 Stark-induced transitions (T)p. 238
4.6 Magnetic deflection of lightp. 244
4.7 Classical model of an optical-pumping magnetometerp. 249
4.8 Searches for permanent electric dipole moments (T)p. 253
4.9 Sensitivity to electric dipole momentsp. 264
4.10 Absorption, dispersion, optical rotation, and induced ellipticityp. 267
4.11 Optical rotation in a gas of polarized neutronsp. 270
5 Atomic collisionsp. 273
5.1 Collisions in a buffer gasp. 273
5.2 Spectral line broadening due to phase diffusionp. 274
5.3 Dicke narrowingp. 277
5.4 Basic concepts in spin exchangep. 281
5.5 The spin-temperature limitp. 285
5.6 Electron-randomization collisionsp. 287
5.7 Larmor precession under conditions of rapid spin exchangep. 288
5.8 Penning ionization of metastable helium atomsp. 290
6 Cold atomsp. 295
6.1 Laser cooling: basic ideas (T)p. 295
6.2 Magneto-optical trapsp. 302
6.3 Zeeman slowerp. 306
6.4 Bose-Einstein condensation (T)p. 311
6.5 Bose-Einstein condensation from an optical latticep. 322
6.6 Cavity coolingp. 324
6.7 Cavity cooling for many particles: stochastic coolingp. 329
6.8 Fermi energy for a harmonic trapp. 331
7 Moleculesp. 335
7.1 Amplitude of molecular vibrationsp. 335
7.2 Vibrational constants for the Morse potentialp. 336
7.3 Centrifugal distortionp. 338
7.4 Relative densities of atoms and molecules in a vaporp. 341
7.5 Isotope shifts in molecular transitionsp. 346
7.6 Electric dipole moments of polar moleculesp. 351
7.7 Scalar coupling of nuclear spins in moleculesp. 355
7.8 Zeeman effect in diatomic moleculesp. 359
7.9 Omega-type doublingp. 363
8 Experimental methodsp. 367
8.1 Reflection of light from a moving mirrorp. 367
8.2 Laser heating of a small particlep. 369
8.3 Spectrum of frequency-modulated lightp. 372
8.4 Frequency doubling of modulated lightp. 374
8.5 Ring-down of a detuned cavityp. 376
8.6 Transmission through a light guidep. 377
8.7 Quantum fluctuations in light fieldsp. 378
8.8 Noise of a beamsplitterp. 382
8.9 Photon shot noise in polarimetryp. 384
8.10 Light-polarization control with a variable retarderp. 386
8.11 Pile-up in photon countingp. 390
8.12 Photons per mode in a laser beamp. 391
8.13 Tuning dye lasersp. 392
8.14 Matter-wave vs. optical Sagnac gyroscopesp. 395
8.15 Femtosecond laser pulses and frequency combsp. 398
8.16 Magnetic field fluctuations due to random thermal currentsp. 403
8.17 Photodiodes and circuits (T)p. 406
9 Miscellaneous topicsp. 415
9.1 Precession of a compass needle?p. 415
9.2 Ultracold neutron polarizerp. 417
9.3 Exponentially growing/decaying harmonic fieldp. 418
9.4 The magic anglep. 420
9.5 Understanding a Clebsch-Gordan coefficient selection rulep. 426
9.6 The Kapitsa pendulump. 428
9.7 Visualization of atomic polarizationp. 431
9.8 Estimate of elasticity and tensile strength of materialsp. 438
9.9 The Casimir forcep. 440
A Units, conversion factors, and typical valuesp. 443
B Reference data for hydrogen and alkali atomsp. 449
C Spectroscopic notation for atoms and diatomic moleculesp. 451
D Description of polarization states of lightp. 455
D.1 The Stokes parametersp. 455
D.2 The Jones calculusp. 456
E Euler angles and rotation matricesp. 459
F The Wigner-Eckart theorem and irreducible tensorsp. 461
F.1 Wigner-Eckart theoremp. 461
F.2 Irreducible tensorsp. 467
G The density matrixp. 469
G.1 Connection between the density matrix and the wavefunctionp. 469
G.2 Ensemble-averaged density matrixp. 472
G.3 Time evolution of the density matrix: the Liouville equationp. 474
G.4 Atomic polarization momentsp. 476
H Elements of the Feynman diagram techniquep. 481
I The 3-J and 6-J symbolsp. 485
I.1 3-J symbolsp. 485
I.2 6-J symbolsp. 488
Bibliographyp. 491
Indexp. 511
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