论文信息 - An Extended Version of Transverse Wave Approach (TWA) for Full-Wave Investigation of Planar Structures

An Extended Version of Transverse Wave Approach (TWA) for Full-Wave Investigation of Planar Structures

An original transverse wave approach (TWA) is presented for full-wave investigation of planar structures in a periodic network. The introduction of a novel surface impedance sub-domain in TWA offers a natural framework for the implementation of complex planar circuits with simple layer. The simulation results given by our new electromagnetic software developed under C++ environment are in full agreement with the literature.

[1] Abdelkader Mami,et al. ANALYSIS OF MULTILAYER MICROSTRIP ANTENNAS BY USING ITERATIVE METHOD , 2003 .

[2] Z. R. Yang,et al. A suggested lacunarity expression for Sierpinski carpets , 1986 .

[3] S. Best. A comparison of the performance properties of the Hilbert curve fractal and meander line monopole antennas , 2002 .

[4] C. Tricot. Curves and Fractal Dimension , 1994 .

[5] Mohamed Ayari,et al. An Electromagnetic Simulation Tool Based on the Original Transverse Wave Approach(TWA) , 2007, MSV.

[6] P. M. van den Berg,et al. A modified Lanczos algorithm for the computation of transient electromagnetic wavefields , 1997 .

[7] A. G. Neto,et al. WCIP Method Applied to Active Frequency Selective Surfaces , 2007 .

[8] H. Baudrand,et al. A new full-wave hybrid differential-integral approach for the investigation of multilayer structures including nonuniformly doped diffusions , 2005, IEEE Transactions on Microwave Theory and Techniques.

[9] Ammar Bouallegue,et al. Full-wave analysis of shielded planar circuits using different models of sources , 2003 .

[10] J. Aberle,et al. An introduction to spectral domain method-of-moments formulations , 2004, IEEE Antennas and Propagation Magazine.

[11] Sidina Wane. Contribution à la modélisation électromagnétique des circuits intégrés multicouches : réalisation d'un logiciel de simulation et d'aide à la conception des stratégies d'isolation , 2002 .