Chapter
3.3.2 Temperature Variation
4.1 Calibration of O(1S) Production
4.2 Calibration of O(1D) Production
4.2 Calibration of the Electron Energy Scale
Chapter Two: Interactions in Ultracold Rydberg Gases
2.1 Rydberg Pair Interaction and Important Issues
2.2 Calculation of Rydberg Pair Interactions
3. Rydberg Atom Molecules
3.1.1 The Fermi Pseudo-Potential Picture of Trilobite Molecules
3.1.2 The Multichannel Quantum Defect Approach to Trilobite Molecules
3.1.4 Features of the Trilobite Interaction Potentials
3.1.5 Molecular Frame Permanent Dipole Moments
3.1.6 Experimental Measurement of Trilobite Molecules
3.2.1 Theory of Macrodimers
3.2.2 Experimental Detection of Macrodimers
4. Many-Body and Multiparticle Effects
5. Conclusion and Perspectives
Chapter Three: Atomic, Molecular, and Optical Physics in the Early Universe: From Recombination to Reionization
1.1 The Expanding Universe
1.2 The Thermal History of the Universe
1.3 The Need for Dark Matter
1.4 The Role of AMO Physics
1.5 Distance Measurements
1.6 Acronyms and Variables
2. Cosmological Recombination
2.1 What Is Cosmological Recombination All About?
2.1.1 Initial Conditions and Main Aspect of the Recombination Problem
2.1.2 The Three Stages of Recombination
2.1.3 What Is So Special About Cosmological Recombination?
2.2 Why Should We Bother?
2.2.1 Importance of Recombination for the CMB Anisotropies
2.2.2 Spectral Distortions from the Recombination Era
2.3 Why Do We Need Advanced Atomic Physics?
2.4 Simple Model for Hydrogen Recombination
2.5 Multilevel Recombination Model and Recfast
2.6 Detailed Recombination Physics During Hi Recombination
2.6.1 Two-Photon Transitions from Higher Levels
2.6.2 The Effect of Raman Scattering
2.6.3 Additional Small Corrections and Collision
2.7 Detailed Recombination Physics During Hei Recombination
3. Pregalactic Gas Chemistry
3.2.1 Molecular Hydrogen (H2)
3.2.2 Deuterated Molecular Hydrogen (HD)
3.3.1 Spectral Distortion of the CMB
3.3.2 Stimulated Radiative Association
3.3.3 Influence of Rotational and Vibrational Excitation
4. Population III Star Formation
4.1 The Assembly of the First Protogalaxies
4.2 Gravitational Collapse and Star Formation
4.2.1 The Initial Collapse Phase
4.2.2 Three-Body H2 Formation
4.2.3 Transition to the Optically Thick Regime
4.2.4 Cooling at Very High Densities
4.2.5 Influence of Other Coolants
4.3 Evolution After the Formation of the First Protostar
5. The 21-cm Line of Atomic Hydrogen
5.1 Physics of the 21-cm Line
5.1.1 Basic 21-cm Physics
5.1.2 Collisional Coupling
5.1.3 Wouthuysen–Field Effect (Photon Coupling)
5.2 Global 21-cm Signature
5.2.1 Cosmic Dark Ages and Exotic Heating (zbold0mu mumu dotted40)
5.2.2 Lyman-α Coupling (zα zz)
5.2.3 Gas Heating (zh zzα)
5.2.4 Growth of H II Regions (zr z zh)
5.2.5 Astrophysical Sources and Histories
5.3.1 Fluctuations in the Spin Temperature
5.3.3 Ionization Fluctuations
5.3.4 Density and Minihalos
5.3.5 Redshift Space Distortions
6. The Reionization of Intergalactic Hydrogen
6.1 Sources of Reionization: Stars
6.2 Sources of Reionization: Quasars
6.2.1 Secondary Ionizations
6.3 The Growth of Ionized Bubbles
6.3.1 Photoionization Rates and Recombinations
6.4 Reionization as a Global Process
Chapter Four: Atomic Data Needs for Understanding X-ray Astrophysical Plasmas
2. Charge State Distribution
2.1.1 Collisional Ionization
2.2.1 Dielectronic Recombination
2.2.2 Radiative Recombination
3.1 Energy Levels and Wavelengths
3.2 Collisional Excitation Rates
3.3 Radiative Transition Rates (Bound–Bound)
3.4 Photoionization/Absorption (Bound-Free) Rates
3.5 Fluorescent Innershell Transitions
3.6 Charge Exchange Rates
3.6.2 Molecules and Grains
Chapter Five: Energy Levels of Light Atoms in Strong Magnetic Fields
3. The Lightest ``Light'' Atom—Hydrogen
4. Light Atoms: Two and Few-Electron Systems
5. Concluding Remarks and Future Prospects
Chapter Six: Quantum Electrodynamics of Two-Level Atoms in 1D Configurations
2. The 1D Kernel and Its Spectral Decomposition
2.1 Form of the Lienard-Wiechert Kernel in 1D (Friedberg and Manassah, 2008c)
2. 2 Initial Time CDR and CLS of a Slab (Friedberg et al., 1973)
2.3 Eigenfunctions and Eigenvalues of a Slab (Friedberg and Manassah, 2008c,d,e)
2.3.1 Functional Form of the Eigenfunctions
2.3.2 Pseudo-Orthogonality Relations
2.3.2.1 Odd Eigenfunctions
2.3.2.1 Even Eigenfunctions
2.3.3 Parseval´s Identity
2.4 Differential Form of the Field Equation (Friedberg and Manassah, 2008c)
2.5 Inverted System in the Superradiant Linear Regime (Friedberg and Manassah, 2008e)
2.6 Comments on the Numerical Results of Superradiance from a Slab
3. Propagation of an Ultrashort Pulse in a Slab and the Ensuing Emitted Radiation Spectrum
3.1 Time Development and Spectrum of the Radiation Emitted
3.1.1 Spectral Analysis (Friedberg and Manassah, 2008d, 2009b)
3.1.2 Computation of the Electric Field at the End Planes
3.2 The SVEA Closed-Form Expressions (Manassah, 2012a)
3.3 The Modified SVEA Closed-Form Expressions (Manassah, 2012b)
3.4 Self-Energy of an Initially Detuned Phased State (Friedberg and Manassah, 2010a)
3.5 Spectral Distribution of an Initially Detuned Spatial Distribution
4. Near-Threshold Behavior for the Pumped Stationary State
4.1 Coupled Maxwell-Bloch Equations
4.2 Single-Frequency Lasing
4.2.1 Single-Frequency Bare Mode
4.2.2 Single-Frequency Dressed Mode
4.3 Two-Frequency Bare Modes
5. Polariton-Plasmon Coupling, Transmission Peaks, and Purcell-Dicke Ultraradiance
5.1 The Total Transfer Matrix
5.2 The Mittag-Leffler Expansion
5.3 Interacting Polariton-Plasmon Modes
6.1 Density-Modulated Slab (Manassah, 2012e)
6.1.1 The Self-Energy at Initial Time
6.1.2 Simple Mathematical Analysis for the Giant Shifts
6.2 Periodic Multislabs Eigenvalues (Friedberg and Manassah, 2008f)
6.2.1 Eigenvalue Condition
6.2.2 Precocious Superradiance
6.2.3 Eigenvalues at the Bragg Condition as a Function of the Number of Cells
Appendix. Transfer Matrix Formalism
Some Useful Relations of the Pauli Matrices
Example of an Application of Above Formalism
Contents of volumes in this serial