论文信息 - An unconditionally stable subcell model for arbitrarily oriented thin wires in the FETD method

An unconditionally stable subcell model for arbitrarily oriented thin wires in the FETD method

We have presented a subcell model for incorporating arbitrarily oriented thin wires in the FETD method. A symmetric coupling between field and wire makes it possible to prove that the resulting system is unconditionally stable. The results for the transmitting dipole antenna are very consistent for different wire orientations and display good correspondence with a method of moments solution. Results of good accuracy have also been presented for a receiving loop antenna.

Fredrik Edelvik | D. J. Riley | F. Edelvik | D. Riley

[1] J. Drewniak,et al. Numerical and experimental corroboration of an FDTD thin-slot model for slots near corners of shielding enclosures , 1997 .

[2] Jian-Ming Jin,et al. The Finite Element Method in Electromagnetics , 1993 .

[3] Constantine A. Balanis,et al. Antenna Theory: Analysis and Design , 1982 .

[4] Frederik Edelvik,et al. Hybrid Solvers for the Maxwell Equations in Time-Domain , 2002 .

[5] H. Kreiss,et al. Time-Dependent Problems and Difference Methods , 1996 .

[6] P. Keast. Moderate-degree tetrahedral quadrature formulas , 1986 .

[7] Allen Taflove,et al. Computational Electrodynamics the Finite-Difference Time-Domain Method , 1995 .

[8] Gunnar Ledfelt,et al. Hybrid Time-Domain Methods and Wire Models for Computational Electromagnetics , 2001 .

[9] U. Navsariwala,et al. An unconditionally stable finite element time-domain solution of the vector wave equation , 1995 .

[10] Richard Holland,et al. Finite-Difference Analysis of EMP Coupling to Thin Struts and Wires , 1981, IEEE Transactions on Electromagnetic Compatibility.