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2012-11-16, 09:27 PM
"Solutions and Applications of Scattering, Propagation, Radiation and Emission of Electromagnetic Waves" ed. by Ahmed Kishk
InTeOp | 2012 | ISBN: 9535108382 9789535108382 | 358 pages | PDF | 22 MB

In this book, a wide range of different topics related to analytical as well as numerical solutions of problems related to scattering, propagation,
radiation, and emission in different medium are discussed.
The book will satisfy different tastes for engineers interested for example in microwave engineering, antennas, and numerical methods.

Topics related to microwave region as well as Terahertz and quasi-optical region are considered.
Bi-isotropic metamaterial in optical region is investigated.
Interesting numerical methods in frequency domain and time domain for scattering, radiation, forward as well as reverse problems and microwave
imaging are summarized.

Contents
Preface
Section 1 Waves in Chiral Media
1 Electromagnetic Characterization of Chiral Media
2 Chiral Waves in Graphene Medium and Optical Simulation with Metamaterial
Section 2 Numerical and Analytical Solutions
3 Numerical Modeling of Electromagnetic Wave Propagation Through Bi-Isotropic Materials
4 Integral Equation Analysis with Characteristic Basis Functions
5 Analytical Grounds for Modern Theory of Two- Dimensionally Periodic Gratings
6 The Sources Reconstruction Method for Antenna Diagnostics and Imaging Applications
Section 3 Microwave Applications
7 Multi-Hole Waveguide Directional Couplers
8 The Diffraction of Electromagnetic Waves on the Periodic Heterogeneities and Its Use for Realization of Practical Technical and Electronic
Devices of Millimeter and Submillimeter
Wavelength Range
Section 4 Scattering, Radiation and Propagation
9 Radiative Transfer: Application to Indoor Propagation
10 Electromagnetic Wave Packets in the Theory of Bremsstrahlung and Transition Radiation by High-Energy Electrons
11 The Effect of Weak Fields at Multiple Frequencies on the Scattering and Generation of Waves by Nonlinear Layered Media
12 Matter Wave Interferometry, the Gouy Phase and Complementarity Principle

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