# eBook Time and Frequency Domain Solutions of EM Problems: Using Integral Equations and a Hybrid Methodology download

## by B. H. Jung,T. K. Sarkar,Y. Zhang,Z. Ji,M. Yuan,M. Salazar-Palma,S. M. Rao,S. W. Ting,Z. Mei,A. De,Kai Chang

**ISBN:**0470487674

**Author:**B. H. Jung,T. K. Sarkar,Y. Zhang,Z. Ji,M. Yuan,M. Salazar-Palma,S. M. Rao,S. W. Ting,Z. Mei,A. De,Kai Chang

**Publisher:**Wiley-IEEE Press; 1 edition (November 9, 2010)

**Language:**English

**Pages:**516

**ePub:**1207 kb

**Fb2:**1749 kb

**Rating:**4.4

**Other formats:**mobi docx txt lrf

**Category:**Math Sciences

**Subcategory:**Physics

The first to address the solution of integral equations in both time and frequency domains. Integral equations–based methods are among the most versatile techniques that one can use for the electromagnetic analysis of both conducting and piecewise homogeneous material bodies.

The first to address the solution of integral equations in both time and frequency domains. They provide both efficient and accurate solutions for challenging problems, such as analysis of electrically large structures.

Stability issues for time domain integral equation based EM solvers have been a problem for a many years

Stability issues for time domain integral equation based EM solvers have been a problem for a many years. In this paper, we consider ways to test for stability as well as other criteria towards passivity. The tests are designed to monitor the EM solver while the time domain solution is progressing. Hence, the solution can be terminated and improved with a passivization technique when a violation of the criterion has been detected. The problem of light absorption and scattering has been reduced to the solution of a singular integral equation for the complex vector of electric field intensity inside a nanoparticle. The dipole approximation is chosen as the initial one.

H. Jung (Author), T. K. Sarkar (Author), Y. Zhang (Author), Z. Ji (Author), M. Yuan (Author), M. Salazar-Palma (Author), S. M. Rao (Author), S. W. Ting (Author), Z. Mei (Author), A. De (Author). We don't know when or if this item will be back in stock. Jung, T. Sarkar, Y. Zhang, Z. Ji, M. Yuan, M. Salazar-Palma, S. Rao, S. Ting, Z. Mei, A. De. Download (pdf, 1. 7 Mb) Donate Read.

Numerical solutions of electromagnetic field problems is an area of paramount interest in academia, industry and government. This book provides a compendium of solution techniques dealing with integral equations arising in electromagnetic field problems in time and frequency domains.

The first to address the solution of integral equations in both time and frequency domains Integral equations–based methods are among the most versatile techniques that one can use for the electromagnetic analysis of both conducting and piecewise homogeneous material bodies.

Time and Frequency Domain Solutions of EM Problems: Using Integral Equations and a Hybrid Methodology. An improved e method using a new temporal basis. Z Mei, Y Zhang, TK Sarkar, BH Jung, A Garcia-Lamperez,. BH Jung, TK Sarkar, Y Zhang, Z Ji, M Yuan, M Salazar-Palma, SM Rao,. Design and Testing of a Single-Layer Microstrip Ultrawideband 90 Differential Phase Shifter. IEEE Transactions on Antennas and Propagation 59 (12), 4643-4650, 2011. Choice of the Scaling Factor in a e Time Domain Technique Based on the Associated Laguerre Functions.

Time and frequency domain solutions of em problems using integral equations and a Hybrid methodology. BH Jung, TK Sarkar, SW Ting, Y Zhang, Z Mei, Z Ji, M Yuan, A De,. Design of tunable modes and dual-band circular patch antenna using shorting posts. T Chakravarty, A De. IEE es, Antennas and Propagation 146 (3), 224-228, 1999. A novel microstrip patch antenna with large impedance bandwidth in VHF/UHF rang.

IEEE-48767-9 Time and Frequency Domain Solutions of EM Problems Using Integral Equations and a Hybrid . AUTHOR INFORMATION Baek Ho Jung is Associate Professor with the Department of Information and Communication Engineering, Hoseo University, Asan, Chungnam, Korea.

IEEE-48767-9 Time and Frequency Domain Solutions of EM Problems Using Integral Equations and a Hybrid Methodology - compendium of solution techniques dealing with integral equations arising in electromagnetic field problems in time and frequency. Tapan K. Sarkar is a Professor in the Department of Electrical and Computer Engineering, Syracuse University, New York.

Analysis of Conducting Structures in the Frequency Domain. B. H. Sarkar, S. Ting, Y. Mei, Z. Yuan, A. De, M. Rao. Published: 8 June 2011. in Time and Frequency Domain Solutions of EM Problems. Time and Frequency Domain Solutions of EM Problems pp 451-474; doi:10. Analysis of Conducting Structures in the Frequency Domain.