Principles of Statistical Radiophysics 3

1. Fundamentals.- 1.1 Basic Definitions.- 1.2 Spatial Covariances of Complex Random Fields.- 1.3 Spatial Spectral Representations of Homogeneous Random Fields.- 1.4 Locally Homogeneous Random Fields.- 1.5 Quasi-Homogeneous Fields.- 1.6 Space-Time Spectral Representations of Random Fields.- 1.7 Functional Treatment of Random Fields.- 1.8 Exercises.- 2. Radiation and Diffraction of Random Wave Fields.- 2.1 Basic Types of Statistical Wave Problems.- 2.2 Random Waves in an Unbounded Homogeneous Medium.- 2.3 Diffraction of Plane Wave on an Infinite Chaotic Screen.- 2.4 Random Field Diffraction in Simple Optical Systems.- 2.5 Excitation of Fields by Random Sources.- 2.6 Exercises.- 3. Thermal Electromagnetic Fields.- 3.1 Preliminary Remarks.- 3.2 Stochastic Maxwell Equations.- 3.3 Equilibrium Thermal Fluctuations in Continuous Dissipative Systems.- 3.4 Correlation of External Thermal Sources in Electrodynamics.- 3.5 Generalized Kirchhoff's Law.- 3.6 Examples of the Use of the Generalized Kirchhoff's Law.- 3.7 Waveguide Form of Kirchhoff's Law.- 3.8 Thermal Radiation and Antennas.- 3.9 Equilibrium Thermal Fields. Equilibrium Form of the FDT.- 3.10 Thermal Fields in Gyrotropic Bodies.- 3.11 Thermal Fields in Media with Spatial Dispersion.- 3.12 Exercises.- 4. Single Scattering Theory.- 4.1 Method of Small Perturbations.- 4.2 Mean Intensity of Scattered Fields.- 4.3 Effective Scattering Cross-Section. Applicability of Single Scattering Approximation.- 4.4 Spatial Correlation and Probability Distributions of Scattered Fields.- 4.5 Scattering by Nonstationary Inhomogeneities.- 4.6 Scattering of Pulsed and Modulated Signals.- 4.7 Scattering of Electromagnetic Waves.- 4.8 Discrete Scatterers.- 4.9 Exercises.- References.