Characterization of cavity-backed conformal antennas and arrays using a hybrid finite element method with tetrahedral elements

J. Gong, J. Volakis, A. Chatterjee, Jianming Jin
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引用次数: 4

Abstract

A hybrid finite-element formulation has been proposed for characterization of the scattering and radiation properties of microstrip patch antennas and arrays residing in a cavity (Jin and Volakis, 1991). The technique combines the finite-element (FE) and boundary integral (BI) methods to formulate a system for the solution of the fields at the aperture and those within the substrate. In the previous implementation, rectangular bricks/patches were used for a discretization of the cavity volume/superstrate. These elements inherently limit the applicability of the method to rectangular shape patches and cavities, and to specific feed structures. To avoid such restrictions on the geometrical adaptability of the FE-BI method, the authors consider its implementation using tetrahedral/triangular elements for discretizing the cavity volume/aperture. The tetrahedral elements permit excellent geometrical adaptability. The characterization (scattering/radiation) of nonrectangular patches and broadband radiators is considered. The method's ability to model practical shape and corporate feeds is demonstrated and results are presented for the antenna/array radar cross section in and out of the operating band.<>
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用四面体单元混合有限元法表征腔背共形天线和阵列
已经提出了一种混合有限元公式来描述驻留在腔内的微带贴片天线和阵列的散射和辐射特性(Jin和Volakis, 1991)。该技术结合了有限元法和边界积分法,建立了一套孔径场和衬底场的求解系统。在之前的实现中,矩形砖块/补丁被用于空腔体积/上层的离散化。这些元素固有地限制了该方法对矩形块和腔以及特定进给结构的适用性。为了避免这种对FE-BI方法几何适应性的限制,作者考虑采用四面体/三角形单元对空腔体积/孔径进行离散。四面体单元具有极好的几何适应性。考虑了非矩形贴片和宽带辐射体的特性(散射/辐射)。演示了该方法模拟实际形状和共同馈源的能力,并给出了天线/阵列雷达在工作频带内外的横截面的结果。
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