Behavior of Electromagnetic Waves in Different Media and by Ali Akdagli

By Ali Akdagli

This accomplished quantity completely covers wave propagation behaviors and computational recommendations for electromagnetic waves in numerous advanced media. The bankruptcy authors describe robust and complex analytic and numerical tips on how to clear up their particular electromagnetic difficulties for complicated media and geometries to boot. This publication could be of curiosity to electromagnetics and microwave engineers, physicists and scientists.

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M. (1994). A new aperture admittance model for open-ended waveguides, IEEE Transactions on Microwave Theory and Techniques 42(2): 192–198. Weir, W. B. (1974). Automatic measurement of complex dielectric constant and permeability at microwave frequencies, Proceedings of the IEEE 62(1): 33–36. Wolfram Research, Inc. (2008). Mathematica v. , Champaign, Illinois, USA. , Liu, L. and Jiang, Z. (1987). Measurement of the dielectric properties of biological substances using an improved open-ended coaxial line resonator method, IEEE Transactions on Microwave Theory and Techniques MTT-35(12): 1424–1428.

Essential simplification is reached in case of ξn < 1 . Γ ( ν + k + 1) , k =0 that rejecting members of orders, greater than ξn2 . We shall receive the approached expression for average scattering coefficient 2  F ( θ1 , θ 2 , θ 3 )  2 ρs ≈   { 1 − ( kσC )  sinc2 ( kAX ) sinc2 ( kBY ) + θ cos 1     2 πm   2 πm    n n 1 2 D−3 n + c 2f  q ( ) sinc2  kA + Kq cos  X  sinc2  kB + Kq sin M  Y  }+ M     2 nm   2 R   A2 + B2  sinc2 (kAX) sinc2 ( kBY ) , +  2C cos θ1  ( where ) (8) 24 Behaviour of Electromagnetic Waves in Different Media and Structures 1  2 1 − q 2 ( D − 3)  2 c f ≡ kcw C = kσC  ⋅  .

2004) the boundary Dirichlet conditions Aiello et al. (2003) or general scattering matrix (GSM) approach Arndt et al. (2004) are used to combine both of the investigated regions. In this chapter we would like to describe a hybrid MM/MoM/FDFD/ISP method of analysis of scattering phenomena. In comparison to alternative methods Aiello et al. (2003); Arndt et al. (2004); Aza et al. (1998); Rogier (1998); Roy et al. (1996); Rubio et al. (1999); Sharkawy et al. (2006); Xu & Hong (2004) the presented approach allows one to analyze scattering from arbitrary set of objects which can be located both in free space or in waveguide junctions.

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