1. On Difference Pattern Synthesis for Spherical Sensor Arrays
- Author
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Zhijiang Huang, Maolin Chen, Xianglu Li, Shunqin Xie, Guoning Ma, and Jie Tian
- Subjects
spherical sensor array ,difference pattern ,spherical harmonics ,phase-mode processing ,sidelobe suppression ,Chemical technology ,TP1-1185 - Abstract
An innovative method for synthesizing optimum difference patterns of the spherical sensor array is introduced, along with a sidelobe tapering technique. Firstly, we suggest employing the spherical harmonics of degree ±1 to synthesize the spherical array difference pattern; secondly, we study the mapping relationship between the difference pattern of the spherical sensor array and the difference pattern of the uniformly spaced linear array (ULA) with odd-numbered elements; finally, we enhance the Zolotarev difference pattern, which is a counterpart to the Dolph–Chebyshev sum pattern that traditionally allows synthesis only for ULA with even-numbered elements. Our modification extends its applicability to synthesize difference patterns for ULA with odd-numbered elements. Leveraging the optimal difference pattern, a generalized Bayliss difference pattern synthesis method designed for the ULA with odd-numbered elements is further proposed. To illustrate the effectiveness of our approach, we present several design examples through experimental simulation.
- Published
- 2024
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