Inertial Confinement Fusion Driven Thermonuclear Energy
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About the AuthorPrefaceAcknowledgmentCHAPTER ONE:Short Course in Thermal Physics and Statistical Mechanics1.1Introduction1.2Ideal Gas1.3Bose-Einstein Distribution Function1.4Fermi-Dirac Distribution Function1.4.1The Grand Partition Function and Other Thermodynamic Functions1.4.2The Fermi -- Dirac Distribution Function1.5Ideal Fermi Gas1.6Ideal Dense Plasma1.6.1Thermodynamic Relations1.6.2Ideal Gas and Saha Ionization1.7Thomas--Fermi Theory1.7.1Basic Thomas--Fermi Equations1.8ReferencesCHAPTER TWO:Essential Physics of Inertial Confinement Fusion (ICF)2.1Introduction2.2General Concept of Electromagnetisms and Electrostatics2.2.1The Coulomb's Law2.2.2The Electric Field2.2.3The Gauss's Law2.3Solution of Electrostatic Problems2.3.1Poisson's Equation2.3.2Laplace's Equation2.4Electrostatic Energy2.4.1Potential Energy of a Group of Point Charges2.4.2Electrostatic Energy of a Charge Distribution2.4.3Forces and Torques2.5Maxwell's Equations2.6Debye Length2.7Physics of Plasmas2.8Fluid Description of Plasma2.9Magneto-Hydro Dynamics (MHD)2.10Physics of Dimensional Analysis Application in Inertial Confinement Fusion ICF2.10.1Dimensional Analysis and Scaling Concept2.10.2Similarity and Estimating2.10.3Self-Similarity2.10.4General Results of Similarity2.10.5Principles of Similarity2.11Self-Similarity Solutions of the First and Second Kind2.12Physics of Implosion and Explosion in ICF--Self-Similarity Methods2.13Self-Similarity and Sedov - Taylor Problem2.14Self-Similarity and Guderley Problem2.15References
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