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9780120038541

Advances in Atomic, Molecular, And Optical Physics

by ; ;
  • ISBN13:

    9780120038541

  • ISBN10:

    0120038544

  • Format: Hardcover
  • Copyright: 2006-11-20
  • Publisher: Elsevier Science
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Summary

Volume 54 of the Advances Series contains ten contributions, covering a diversity of subject areas in atomic, molecular and optical physics. The article by Regal and Jin reviews the properties of a Fermi degenerate gas of cold potassium atoms in the crossover regime between the Bose-Einstein condensation of molecules and the condensation of fermionic atom pairs. The transition between the two regions can be probed by varying an external magnetic field. Sherson, Julsgaard and Polzik explore the manner in which light and atoms can be entangled, with applications to quantum information processing and communication. They report on the result of recent experiments involving the entanglement of distant objects and quantum memory of light. Recent developments in cold Rydberg atom physics are reviewed in the article by Choi, Kaufmann, Cubel-Liebisch, Reinhard, and Raithel. Fascinating experiments are described in which cold, highly excited atoms (Rydberg atoms) and cold plasmas are generated. Evidence for a collective excitation of Rydberg matter is also presented. Griffiin and Pindzola offer an account of non-perturbative quantal methods for electron-atom scattering processes. Included in the discussion are the R-matrix with pseudo-states method and the time-dependent close-coupling method. An extensive review of the R-matrix theory of atomic, molecular, and optical processes is given by Burke, Noble, and Burke. They present a systematic development of the R-matrix method and its applications to various processes such as electron-atom scattering, atomic photoionization, electron-molecule scattering, positron-atom scattering, and atomic/molecular multiphoton processes. Electron impact excitation of rare-gas atoms from both their ground and metastable states is discussed in the article by Boffard, Jung, Anderson, and Lin. Excitation cross sections measured by the optical method are reviewed with emphasis on the physical interpretation in terms of electronic structure of the target atoms. Ozier and Moazzen-Ahmadi explore internal rotation of symmetric top molecules. Developments of new experimental methods based on high-resolution torsional, vibrational, and molecular beam spectroscopy allow accurate determination of internal barriers for these symmetric molecules. The subject of attosecond and angstrom science is reviewed by Niikura and Corkum. The underlying physical mechanisms allowing one to generate attosecond radiation pulses are described and the technology needed for the preparation of such pulses is discussed. LeGouët, Bretenaker, and Lorgeré describe how rare earth ions embedded in crystals can be used for processing optically carried broadband radio-frequency signals. Methods for reaching tens of gigahertz instantaneous bandwidth with submegahertz resolution using such devices are analyzed in detail and demonstrated experimentally. Finally, in the article by Illing, Gauthier, and Roy, it is shown that small perturbations applied to optical systems can be used to suppress or control optical chaos, spatio-temporal dynamics, and patterns. Applications of these techniques to communications, laser stabilization, and improving the sensitivity of low-light optical switches are explored. · International experts · Comprehensive articles · New developments

Table of Contents

CONTRIBUTORS xi
PREFACE xiii
Experimental Realization of the BCS-BEC Crossover with a Fermi Gas of Atoms
C.A. Regal and D.S. Jin
1. Introduction
2(8)
1.1. Historical Perspective
2(6)
1.2. Contents
8(2)
2. BCS-BEC Crossover Physics
10(8)
2.1. Pairing in a Fermi Gas of Atoms
11(1)
2.2. Varying Interactions
12(2)
2.3. Simple Theory
14(2)
2.4. Beyond T = 0
16(1)
2.5. Modern Challenges
17(1)
3. Feshbach Resonances
18(6)
3.1. Description
18(1)
3.2. A Specific Example
19(5)
4. Cooling a Fermi Gas and Measuring its Temperature
24(12)
4.1. Cooling 40K
24(2)
4.2. Measuring the Temperature of a Fermi Gas
26(10)
5. Elastic Scattering near Feshbach Resonances between Fermionic Atoms
36(6)
5.1. Measuring the Elastic Collision Cross Section
36(2)
5.2. Anisotropic Expansion
38(1)
5.3. Measuring the Mean-Field Interaction Energy
39(3)
5.4. 40K Feshbach Resonance Summary
42(1)
6. Creating Molecules from a Fermi Gas of Atoms
42(9)
6.1. Magnetic-Field Association
43(1)
6.2. Rf Spectroscopy
44(3)
6.3. Understanding Molecule Conversion Efficiency
47(3)
6.4. A Precise Measurement of B0
50(1)
7. Inelastic Collisions near a Fermionic Feshbach Resonance
51(5)
7.1. Expected Inelastic Decay Processes
51(1)
7.2. Lifetime of Feshbach Molecules
52(2)
7.3. Three-Body Recombination
54(1)
7.4. Comparison of 40K and 6Li
54(2)
8. Creating Condensates from a Fermi Gas of Atoms
56(8)
8.1. Emergence of a Molecular Condensate from a Fermi Gas of Atoms
56(4)
8.2. Observing Condensates in the Crossover
60(3)
8.3. Measurement of a Phase Diagram
63(1)
9. The Momentum Distribution of a Fermi Gas in the Crossover
64(64)
9.1. Measuring the Momentum Distribution
65(2)
9.2. Extracting the Kinetic Energy
67(1)
9.3. Comparing the Kinetic Energy to Theory
68(2)
9.4. Temperature Dependence
70(1)
10. Conclusions and Future Directions
71(1)
11. Acknowledgements
72(1)
12. References
72(10)
Deterministic Atom–Light Quantum Interface
Jacob Sherson, Brian Julsgaard and Eugene S. Polzik
1. Introduction
82(3)
2. Atom-Light Interaction
85(8)
2.1. Atomic Spin Operators
86(1)
2.2. Polarization States of Light
87(1)
2.3. Off-Resonant Coupling
88(2)
2.4. Propagation Equations
90(1)
2.5. The Rotating Frame
91(1)
2.6 Two Oppositely Oriented Spin Samples
92(1)
3. Quantum Information Protocols
93(10)
3.1. Entanglement—Two Mode Squeezing Protocol
95(4)
3.2. Quantum Memory
99(4)
4. Experimental Methods
103(5)
4.1. Paraffin Coated Vapor Cells
103(1)
4.2. Detection of Polarization States
104(1)
4.3. Magnetic Fields
105(3)
5. Experimental Results
108(13)
5.1. Projection Noise Level
108(5)
5.2. Decoherence
113(2)
5.3. Entanglement Results
115(3)
5.4. Quantum Memory Results
118(3)
6. Conclusions
121(1)
7. Aknowledgements
122(1)
8. Appendices
122(6)
A. Effect of Atomic Motion
122(1)
A.1 Modeling Atomic Motion
122(2)
A.2 Atomic Motion as a Source of Decoherence
124(1)
B. Technical Details
125(1)
B.1. Light Polarization and Stark Shifts
125(2)
B.2. Influence of Laser Noise
127(1)
9. References
128(4)
Cold Rydberg Atoms
J.-H. Choi, B. Knuffinan, T. Cubel Liebisch, A. Reinhard and G. Raithel
1. Introduction
132(3)
2. Preparation and Analysis of Cold Rydberg-Atom Clouds
135(14)
2.1. Atom Trapping
135(2)
2.2. Rydberg-Atom Excitation
137(2)
2.3. STIRAP Excitation into Rydberg States
139(4)
2.4. Rydberg-Atom Detection
143(3)
2.5. Laser Cooling and Magnetic Trapping in Strong Magnetic Fields
146(3)
3. collision-Induced Rydberg-Atom Gas Dynamics
149(10)
3.1. State-Mixing Collisions in Cold Rydberg-Atom Gases
150(3)
3.2. Relation between Cold Rydberg-Atom Gases and Cold Plasmas
153(2)
3.3. Collision-Induced Production of Fast Rydberg Atoms
155(4)
4. Towards Coherent Control of Rydberg-Atom Interactions
159(17)
4.1. Motivation
159(1)
4.2. Coherent Rydberg Excitations in Many-Body Systems
160(1)
4.3. The Yin and Yang of Rydberg–Rydberg Interactions
161(4)
4.4. Control Options for Rydberg–Rydberg Interactions
165(3)
4.5. Methods to Measure the Blockade Effect
168(1)
4.6. Experimental Implementation of an Excitation-Statistics Measurement
169(1)
4.7. Results of Excitation-Statistics Measurements
170(3)
4.8. Effect of the Excitation Blockade on the Transition Linewidth
173(2)
4.9. Experiments in Progress and Planned Research
175(1)
5. Rydberg-Atom Trapping
176(10)
5.1. Electrostatic Rydberg-Atom Trapping
177(2)
5.2. Rydberg-Atom Trapping in Weak Magnetic Fields
179(1)
5.3. Ponderomotive Optical Lattices for Rydberg Atoms
180(2)
5.4. Trapping of Rydberg Atoms in Strong Magnetic Fields
182(4)
6. Experimental Realization of Rydberg-Atom Trapping
186(6)
6.1. Production and Decay of Long-Lived Rydberg Atoms
186(3)
6.2. Oscillations in Trapped Rydberg-Atom Clouds
189(1)
6.3. State Analysis of Trapped Rydberg Atoms
190(2)
7. Landau Quantization and State Mixing in Cold, Strongly Magnetized Rydberg Atoms
192(4)
8. Conclusion
196(1)
9. Acknowledgements
197(1)
10.References
198(6)
Non-Perturbative Quantal Methods for Electron–Atom Scattering Processes
D.C. Griffin and M.S. Pindzola
1. Introduction
204(1)
2. The Configuration-Average Distorted-Wave Method
204(2)
3. The R-Matrix with Pseudo-States Method
206(5)
3.1. The R-Matrix Method
206(3)
3.2. The Addition of Pseudo States
209(2)
4. The Time-Dependent Close-Coupling Method
211(7)
4.1. Exact Solutions to One-Electron Atomic Systems
211(3)
4.2. Approximate Solutions to Multi-Electron Atomic Systems
214(1)
4.3. Exact Solutions to Two-Electron Atomic Systems
215(3)
5. Results
218(14)
5.1. Excitation and Ionization of All Ionization Stages of Be
218(3)
5.2. Electron-Impact Excitation and Ionization of Ne
221(6)
5.3. Ionization out of Excited States of H-Like Ions
227(3)
5.4. Electron-Impact Single and Double Ionization of He
230(2)
6. Summary
232(1)
7. Acknowledgements
233(1)
8. References
234(3)
R-Matrix Theory of Atomic, Molecular and Optical Processes
P.G. Burke, C.J. Noble and V.M. Burke
1. Introduction
237(4)
2. Electron Atom Scattering at Low Energies
241(15)
2.1. R-Matrix Theory
241(8)
2.2. Computer Programs
249(2)
2.3. Illustrative Results
251(5)
3. Electron Scattering at Intermediate Energies
256(15)
3.1. Pseudostate Methods
256(8)
3.2. Distorted Wave and Born-Series Methods
264(7)
4. Atomic Photoionization and Photorecombination
271(11)
4.1. Photoionization
271(4)
4.2. Photorecombination and Radiation Damping
275(7)
5. Electron Molecule Scattering
282(7)
6. Positron Atom Scattering
289(4)
7. AtoMic and Molecular Multiphoton Processes
293(14)
7.1. Atomic R-Matrix-Floquet Theory
293(8)
7.2. Molecular R-Matrix–Floquet Theory
301(4)
7.3. Time-Dependent R-Matrix Theory
305(2)
8. Elcetron Energy Loss from Transition Metal Oxides
307(4)
9. Conclusions
311(1)
10. Acknowledgements
312(1)
11. References
312(8)
Electron-Impact Excitation of Rare-Gas Atoms from the Ground Level and Metastable astable Levels
John B. Boffard, R.O. Jung, L.W. Anderson and C.C. Lin
1. Introduction
320(1)
2. Electronic Structure
321(4)
2.1. Neon and Argon
321(1)
2.2. Krypton and Xenon
322(3)
2.3. Helium as a Misfit
325(1)
3. Experimental Methods
325(17)
3.1. Optical Method
325(1)
3.2. Resonance Radiation Trapping
326(3)
3.3. Measurements with Ground State Targets
329(4)
3.4. Measurements with Metastable Targets
333(6)
3.5. Special Optical Techniques
339(3)
4. Background: Excitation of Helium and the Multipole Field Picture
342(6)
4.1. Excitation out of the Ground Level
342(2)
4.2. Excitation out of He Metastable Levels
344(2)
4.3. Multipole Field Model Applied to the Heavy Rare Gases
346(2)
5. Argon
348(24)
5.1. Excitation out of the Ground Level
349(16)
5.2. Excitation out of Metastable Levels
365(6)
5.3. Experimental Uncertainty of Excitation Cross Sections
371(1)
6. Neon
372(12)
6.1. Excitation out of the Ground Level
372(10)
6.2. Excitation out of the Metastable Levels
382(2)
7. Krypton
384(13)
7.1. Excitation out of the Ground Level
385(6)
7.2. Excitation out of the Metastable Levels
391(6)
8. Xenon
397(9)
8.1. Excitation out of the Ground Level
397(5)
8.2. Excitation out of the Metastable Levels
402(4)
9 Comparison to Theoretical Calculations
406(4)
10. Conclusions
410(14)
10.1. Systematic Trends in Rare-Gas Cross Sections
410(5)
10.2. Applications
415(1)
10.3. Concluding Remarks
416(8)
11. Acknowledgements
12. References
Internal Rotation in Symmetric Tops
I. Ozier and N. Moazzen-Ahmadi
1. Introduction
424(12)
2. Theory
436(13)
2.1. The Zeroth-Order Hamiltonian and the Hybrid Approach
436(3)
2.2. The Vibration–Torsion–Rotation Hamiltonian
439(5)
2.3. Basis Functions, Eigenfunctions, and Eigenvalues
444(5)
3. Spectroscopy from 50 kHz to 1000 cm-1
449(49)
3.1. Rotational Spectroscopy
449(6)
3.2. The Avoided Crossing Molecular Beam Method
455(5)
3.3. Torsion–Rotation Spectroscopy
460(16)
3.4. Vibration–Torsion–Rotation Spectroscopy
476(22)
4. Discussion
498(7)
5. Acknowledgements
505(1)
6. References
506(6)
Attosecond and Angstrom Science
Hiromichi Niikura and P.B. Corkum
1. Introduction
512(3)
2. Tunnel Ionization and Electron Re-collision
515(5)
2.1. Tunnel Ionization
515(1)
2.2. Classical Electron Motion in an Intense Laser Field
516(2)
2.3. Re-collision
518(1)
2.4. Quantum Perspective of the Re-collision Process
519(1)
3. Producing and Measuring Attosecond Optical Pulses
520(3)
3.1. Producing Single Attosecond Pulses
521(1)
3.2. Attosecond Streak Camera
521(2)
4. Measuring an Attosecond Electron Pulse
523(11)
4.1. Forming an Electron Wave Packet/Launching a Vibrational Wave Packet in H-2E
523(1)
4.2. Spatial Distribution of the Re-collision Electron Wave Packet
524(3)
4.3. Time-Structure of the Re-collision Electron
527(1)
4.4. Reading the Molecular Clock–the Vibrational Wave Packet
528(3)
4.5. Confirming the Time-Structure
531(1)
4.6. The Importance of Correlation
532(1)
4.7. Single, Attosecond Electron Pulse
533(1)
5. Attosecond Imaging
534(5)
5.1. Observing Vibrational Wave Packet Motion of IDF
534(2)
5.2. Laser Induced Electron Diffraction
536(2)
5.3. Controlling and Imaging a Vibrational Wave Packet
538(1)
6. Imaging Electrons and Their Dynamics
539(6)
6.1 Tomographic Imaging of the Electron Orbital
540(1)
6.2. Attosecond Electron Wave Packet Motion
540(5)
7. Conclusion
545(1)
8. References
546(4)
Atomic Processing of Optically Carried RF Signals
Jean-Louis Le Gouet, Fabien Bretenaker and Ivan Lorgere
1. Introduction
550(2)
2. Radio Frequency Spectral Analyzers
552(3)
3. Spectrum Photography Architecture
555(9)
3.1. Principle of Operation
555(1)
3.2. Basic Spectroscopic Properties of Tm³+:YAG for SHB Experiments
556(2)
3.3. Experimental Demonstration
558(6)
4. Frequency Selective Materials as Programmable Filters
564(6)
4.1. Reconfigurable Filtering
564(1)
4.2. Linear Response
565(2)
4.3. Time-Delayed Four-Wave Mixing
567(2)
4.4. Coherent Combination of Local Response: Photon Echo
569(1)
5. Rainbow Analyzer
570(11)
5.1. Principle of Operation
570(2)
5.2. Programming Stage
572(3)
5.3. Spectral Resolution
575(2)
5.4. Experimental Setup
577(1)
5.5. Experimental Results
578(1)
5.6. Future Improvements
579(2)
6. Photon Echo Chirp Transform Spectrum Analyzer
581(14)
6.1. Photon Echo Chirp Transform
581(8)
6.2. Experimental Demonstration in Er³+:YSO
589(5)
6.3. Discussion
594(1)
7. Frequency Agile Laser Technology
595(12)
7.1. Requirements
595(1)
7.2. Electro-Optic Tuning of Diode Laser Extended Cavity
596(2)
7.3. Laser Chirp Spectral Purity Characterization
598(9)
7.4. Perspectives
607(1)
8. Conclusion
607(1)
9. Acknowledgements
608(1)
10. References
608(8)
Controlling Optical Chaos, Spatio-Temporal Dynamics, and Patterns
Lucas Ming, Daniel J. Gauthier and Rajarshi Roy
1. Introduction
616(4)
2. Recent Examples
620(8)
2.1. The 'Green Problem'
620(1)
2.2. Synchronizing Laser Chaos
621(2)
2.3. Optical Chaos Communication
623(3)
2.4. Spatio-Temporal Chaos
626(2)
3. Control
628(28)
3.1. Introduction
628(5)
3.2. Controlling Unstable Periodic Orbits
633(14)
3.3. Controlling Unstable Steady States
647(8)
3.4. Summary of Controlling Chaos Research
655(1)
4. Synchronization
656(16)
4.1. Introduction and Connection to Control
656(1)
4.2. Identical Synchronization
657(4)
4.3. Generalized Synchronization
661(4)
4.4. Phase Synchronization
665(3)
4.5. Synchronization Errors
668(4)
4.6. Summary of Synchronizing Chaos Research
672(1)
5. Communication
672(10)
5.1. Introduction
672(2)
5.2. Chaos Communication Using Fiber Lasers
674(4)
5.3. Adverse Effects of Realistic Communication Channels
678(2)
5.4. Minimizing the Effect of Channel Distortions on Synchronization
680(1)
5.5. Summary of Chaos Communication Research
681(1)
6. Spatio-Temporal Chaos and Patterns
682(9)
6.1. Spatio-Temporal Chaos Communication
682(6)
6.2. All-Optical Switching
688(3)
7. Outlook
691(1)
8. Acknowledgement
691(1)
9. References
692(5)
INDEX 697

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