Abstract

The characteristic modes (CMs) analysis can give physical insights into the intrinsic mechanisms of radiating structures. To obtain the CMs of composite metallic-dielectric objects is a very challenging task. Existing formulations encounter some problems in calculating the CMs of multiple and multi-layer composite structures. In this paper, we present two new surface integral equation (SIE) formulations for the calculation of CMs of composite metallic-dielectric objects. Employing the contact-region modeling (CRM) technique and the inherent dependent relationships between various kinds of equivalent sources, we propose two new SIE-based CM formulations wherein the electric or magnetic currents on the surfaces of dielectric regions are alternatively involved to suppress spurious modes. Compared to the existing formulations, the proposed formulations are easier to be extended to multiple and multi-layer composite structures. Numerical results of five representative structures are presented to validate the accuracy of the proposed formulations.

Highlights

  • In recent years, the theory of characteristic modes (TCM) becomes popular in the antenna engineering because it provides a systematic approach to obtain the inherently resonant and modal behaviors of electromagnetic objects, without knowing the definite excitation sources

  • The TCM is initially proposed by Garbacz and Turpin [1], [2] and reformulated by Harrington and Mautz using the electric field integral equation (EFIE) and the method of moments (MoM) for metallic bodies [3], [4]

  • Following the EFIE-based CM, the TCM was extended to dielectric bodies using the volume integral equation (VIE) [5], named here as the VIE-based CM

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Summary

INTRODUCTION

The theory of characteristic modes (TCM) becomes popular in the antenna engineering because it provides a systematic approach to obtain the inherently resonant and modal behaviors of electromagnetic objects, without knowing the definite excitation sources. With the surface equivalence principle, we found that the current elimination only depends on the geometry of the dielectric, which makes the proposed formulations easier to be extended to multiple and multi-layer composite objects, compared with the approaches in [16], [17]. It is the main advantage of the proposed approach over the methods of [16], [17]. The proposed methods are expected to be helpful in analyzing and designing the antennas with metallic-dielectric combinations

FORMULATIONS
Jd 2 Jm
MULTIPLE AND COMPOSITE STRUCTURES
FULLY DIELECTRIC-COATED METAL
CONCLUSION
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