High-energy-density physics : fundamentals, inertial fusion, and experimental astrophysics /
Saved in:
Author / Creator: | Drake, R. Paul. |
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Imprint: | Berlin ; New York : Springer, c2006. |
Description: | 1 online resource (xv, 534 p.) : ill. |
Language: | English |
Series: | Shock wave and high pressure phenomena Shock wave and high pressure phenomena. |
Subject: | |
Format: | E-Resource Book |
URL for this record: | http://pi.lib.uchicago.edu/1001/cat/bib/8878497 |
Table of Contents:
- 1. Introduction to High-Energy-Density Physics
- 1.1. Some Historical Remarks
- 1.2. Regimes of High-Energy-Density Physics
- 1.3. An Introduction to Inertial Confinement Fusion
- 1.4. An Introduction to Experimental Astrophysics
- 1.5. Some Connections to Prior Work
- 1.6. Variables and Notation
- 2. Descriptions of Fluids and Plasmas
- 2.1. The Euler Equations for a Polytropic Gas
- 2.2. The Maxwell Equations
- 2.3. More General and Complete Single-Fluid Equations
- 2.3.1. General Single-Fluid Equations
- 2.3.2. Magnetohydrodynamics
- 2.3.3. Single Fluid, Three Temperature
- 2.3.4. Approaches to Computer Simulation
- 2.4. Plasma Theories
- 2.4.1. Regimes of Validity of Traditional Plasma Theory
- 2.4.2. The Two-Fluid Equations
- 2.4.3. The Kinetic Description
- 2.5. Single-Particle Motions
- 3. Properties of High-Energy-Density Plasmas
- 3.1. Simple Equations of State
- 3.1.1. Polytropic Gases
- 3.1.2. Radiation-Dominated Plasma
- 3.1.3. Fermi-Degenerate EOS
- 3.2. Ionizing Plasmas
- 3.2.1. Ionization Balance from the Saha Equation
- 3.2.2. Continuum Lowering and the Ion Sphere Model
- 3.2.3. Coulomb Interactions
- 3.3. Thermodynamics of Ionizing Plasmas
- 3.3.1. Generalized Polytropic Indices
- 3.3.2. Pressure, Energy, and Their Consequences
- 3.3.3. The EOS Landscape
- 3.4. Equations of State for Computations
- 3.4.1. The Thomas-Fermi Model and QEOS
- 3.4.2. Tabular Equations of State
- 3.5. Equations of State in the Laboratory and in Astrophysics
- 3.5.1. The Astrophysical Context for EOS
- 3.5.2. Connecting EOS from the Laboratory to Astrophysics
- 3.6. Experiments to Measure Equations of State
- 3.6.1. Direct Flyer-Plate Measurements
- 3.6.2. Impedance Matching
- 3.6.3. Other Techniques
- 4. Shocks and Rarefactions
- 4.1. Shock Waves
- 4.1.1. Jump Conditions
- 4.1.2. The Shock Hugoniot and Equations of State
- 4.1.3. Useful Shock Relations
- 4.1.4. Entropy Changes Across Shocks
- 4.1.5. Oblique Shocks
- 4.1.6. Shocks and Interfaces, Flyer Plates
- 4.2. Rarefaction Waves
- 4.2.1. The Planar Isothermal Rarefaction and Self-Similar Analysis
- 4.2.2. Riemann Invariants
- 4.2.3. Planar Adiabatic Rarefactions
- 4.3. Blast Waves
- 4.3.1. Energy Conservation in Blast Waves
- 4.3.2. A General Discussion of Self-Similar Motions
- 4.3.3. The Sedov-Taylor Spherical Blast Wave
- 4.4. Phenomena at Interfaces
- 4.4.1. Shocks at Interfaces and Their Consequences
- 4.4.2. Overtaking Shocks
- 4.4.3. Reshocks in Rarefactions
- 4.4.4. Blast Waves at Interfaces
- 4.4.5. Rarefactions at Interfaces
- 4.4.6. Oblique Shocks at Interfaces
- 5. Hydrodynamic Instabilities
- 5.1. Introduction to the Rayleigh-Taylor Instability
- 5.1.1. Buoyancy as a Driving Force
- 5.1.2. Fundamentals of the Fluid-Dynamics Description
- 5.2. Applications of the Linear Theory of the Rayleigh-Taylor Instability
- 5.2.1. Rayleigh-Taylor Instability with Two Uniform Fluids
- 5.2.2. Effects of Viscosity on the Rayleigh-Taylor Instability
- 5.2.3. Rayleigh-Taylor with Density Gradients and the Global Mode
- 5.3. The Convective Instability or the Entropy Mode
- 5.4. Buoyancy-Drag Models of the Nonlinear Rayleigh-Taylor State
- 5.5. Mode Coupling
- 5.6. The Kelvin-Helmholtz Instability
- 5.6.1. Fundamental Equations for Kelvin-Helmholtz Instabilities
- 5.6.2. Uniform Fluids with a Sharp Boundary
- 5.6.3. Otherwise Uniform Fluids with a Distributed Shear Layer
- 5.6.4. Uniform Fluids with a Transition Region
- 5.7. Shock Stability and Richtmyer-Meskov Instability
- 5.7.1. Shock Stability
- 5.7.2. Interaction of Shocks with Rippled Interfaces
- 5.7.3. Postshock Evolution of the Interface; Richtmyer Meshkov Instability
- 5.8. Hydrodynamic Turbulence
- 6. Radiative Transfer
- 6.1. Basic Concepts
- 6.1.1. Properties and Description of Radiation
- 6.1.2. Thermal Radiation
- 6.1.3. Types of Interaction Between Radiation and Matter
- 6.1.4. Description of the Net Interaction of Radiation and Matter
- 6.2. Radiation Transfer
- 6.2.1. The Radiation Transfer Equation
- 6.2.2. Radiative Transfer Calculations
- 6.2.3. Opacities in Astrophysics and the Laboratory
- 6.2.4. Radiation Transfer in the Equilibrium Diffusion Limit
- 6.2.5. Nonequilibrium Diffusion and Two-Temperature Models
- 6.3. Relativistic Considerations for Radiative Transfer
- 7. Radiation Hydrodynamics
- 7.1. Radiation Hydrodynamic Equations
- 7.1.1. Fundamental Equations
- 7.1.2. Thermodynamic Relations
- 7.2. Radiation and Fluctuations
- 7.2.1. Radiative Acoustic Waves; Optically Thick Case
- 7.2.2. Cooling When Transport Matters
- 7.2.3. Optically Thin Acoustic Waves
- 7.2.4. Radiative Thermal Instability
- 7.3. Radiation Diffusion and Marshak Waves
- 7.3.1. Marshak Waves
- 7.3.2. Ionizing Radiation Wave
- 7.3.3. Constant-Energy Radiation Diffusion Wave
- 7.4. Radiative Shocks
- 7.4.1. Regimes of Radiative Shocks
- 7.4.2. Fluid Dynamics of Radiative Shocks
- 7.4.3. Models of Radiative Precursors
- 7.4.4. Optically Thin Radiative Shocks
- 7.4.5. Radiative Shocks that are Thick Downstream and Thin Upstream
- 7.4.6. Fluid Dynamics of Optically Thick Radiative Shocks
- 7.4.7. Optically Thick Shocks-Radiative-Flux Regime
- 7.4.8. Radiation-Dominated Optically Thick Shocks
- 7.4.9. Electron-Ion Coupling in Shocks
- 7.5. Ionization Fronts
- 8. Creating High-Energy-Density Conditions
- 8.1. Direct Laser Irradiation
- 8.1.1. Laser Technology
- 8.1.2. Laser Focusing
- 8.1.3. Propagation and Absorption of Electromagnetic Waves
- 8.1.4. Laser Scattering and Laser-Plasma Instabilities
- 8.1.5. Electron Heat Transport
- 8.1.6. Ablation Pressure
- 8.2. Hohlraums
- 8.2.1. X-Ray Conversion of Laser Light
- 8.2.2. X-Ray Production by Ion Beams
- 8.2.3. X-Ray Ablation
- 8.2.4. Problems with Hohlraums
- 8.3. Z-Pinches and Related Methods
- 8.3.1. Z-Pinches for High-Energy-Density Physics
- 8.3.2. Dynamic Hohlraums
- 8.3.3. Magnetically Driven Flyer Plates
- 9. Inertial Confinement Fusion
- 9.1. The Final State
- 9.1.1. What Fuel, Under What Conditions?
- 9.1.2. Energy Gain: Is This Worth Doing?
- 9.1.3. Properties of Compressed DT Fuel
- 9.2. Creating and Igniting the Final State
- 9.2.1. Achieving a Highly Compressed State
- 9.2.2. Igniting the Fuel
- 9.2.3. Igniting from a Central Hot Spot
- 9.2.4. Fast Ignition
- 9.3. Pitfalls and Problems
- 9.3.1. Rayleigh Taylor
- 9.3.2. Symmetry
- 9.3.3. Laser-Plasma Instabilities
- 10. Experimental Astrophysics
- 10.1. Scaling in Hydrodynamic Systems
- 10.2. A Thorough Example: Interface Instabilities in Type II Supernovae
- 10.2.1. The Astrophysical Context for Type II Supernovae
- 10.2.2. The Scaling Problem for Interface Instabilities in Supernovae
- 10.2.3. Experiments on Interface Instabilities in Type II Supernovae
- 10.3. A Second Example: Cloud-Crushing Interactions
- 10.4. Scaling in Radiation Hydrodynamic Systems
- 10.5. Radiative Astrophysical Jets: Context and Scaling
- 10.5.1. The Context for Jets in Astrophysics
- 10.5.2. Scaling from Radiative Astrophysical Jets to the Laboratory
- 10.5.3. Radiative Jet Experiments
- 11. Relativistic High-Energy-Density Systems
- 11.1. Development of Ultrafast Lasers
- 11.2. Single-Electron Motion in Intense Electromagnetic Fields
- 11.3. Initiating Relativistic Laser-Plasma Interactions
- 11.4. Absorption Mechanisms
- 11.5. Harmonic Generation
- 11.6. Relativistic Self-Focusing and Induced Transparency
- 11.7. Particle Acceleration
- 11.7.1. Acceleration Within Plasmas
- 11.7.2. Acceleration by Surface Potentials on Solid Targets
- 11.7.3. Acceleration by Coulomb Explosions
- 11.8. Hole Drilling and Collisionless Shocks
- 11.9. Other Phenomena
- 12. Appendix A: Constants, Acronyms, and Standard Variables
- 13. Appendix B: Sample Mathematica Code
- 14. Appendix C: A List of the Homework Problems
- Index