## Abstract We present a computation method for the self‐impedance and radiation efficiency of a dipole near a lossy dielectric cylinder with arbitrary cross section by using a spectrum of two‐dimensional (2‐D) solutions. The 2‐D solutions for the spectral Green's functions of the cylinder as well
Hybrid method for input impedance computation of thin dipoles near arbitrary cylinders
✍ Scribed by Alvaro Catarineu; Alejandro Valero; Juan V. Balbastre; Miguel Ferrando; Luis Nuno
- Publisher
- John Wiley and Sons
- Year
- 1997
- Tongue
- English
- Weight
- 146 KB
- Volume
- 15
- Category
- Article
- ISSN
- 0895-2477
No coin nor oath required. For personal study only.
✦ Synopsis
Figure 3 Reconstructed relative dielectric permittivity for different values of the original permittivity. Comparison among the exact Ž . Ž . solution, the BA and the RA d s 1.6 . Noisy input data SrN s 20 dB Žwith a Gaussian noise with zero mean value and a signal-to-Ž .
. noise ratio SrN corresponding to 20 dB ; see Figure . In this case, the reconstruction is unstable and strongly dependent on parameters. Nevertheless, the RA works better than the BA for a range of permittivity values of at least 1.7 F r F 2.8. Finally, for SrN F 10 dB, no significant advantages of the RA over the BA have been observed.
4. Conclusions
The use of the RA is proposed for 3D imaging purposes. As applied to a numerical solution for the inverse-scattering problem in the space domain, it is proved to involve the same computation of the first-order BA, and it has been shown that, at least in simple cases, the range of applicability in Ž terms of the contrast is larger almost double, in the noisy . case for the RA than for the BA.
📜 SIMILAR VOLUMES