1 六元垂直阵列增益理论与仿真
1.1 组合形式选择
表1 组合形式 |
序号 | 组合形式 | 增益 |
---|---|---|
1 | ∑(Pi+Vyi)2 | 20lg(1+sinθ)+10lg0.667 |
2 | ∑(Pi·Vyi)2 | 10lg2sinθ |
3 | ∑(Pi+ )· | 10lg2(sinθsinθ'+sin2θ)-5lg(1+sin2θ) |
4 | ∑(Pi+Vci)·Vci | 10lg{ cos(θ-θ')·[1+cos(θ-θ')]} |
Command Control and Simulation >
Simulation and Experimental Study of MEMS Vector Hydrophone Array
Received date: 2019-03-03
Revised date: 2019-06-11
Online published: 2022-05-09
Copyright
In this paper, the theoretical analysis and simulation of the array gain and beam directivity performance for the six elements of MEMS vector hydrophone array are given. The theory, formula, parameters and conclusions used in the simulation are given. The corresponding experimental verification is carried out. The results show that the array gain and beamwidth have good consistency when the total length of the array is small.
Key words: MEMS vector hydrophone; array; array gain; beam width
FENG Fei . Simulation and Experimental Study of MEMS Vector Hydrophone Array[J]. Command Control and Simulation, 2019 , 41(5) : 108 -110 . DOI: 10.3969/j.issn.1673-3819.2019.05.022
表1 组合形式 |
序号 | 组合形式 | 增益 |
---|---|---|
1 | ∑(Pi+Vyi)2 | 20lg(1+sinθ)+10lg0.667 |
2 | ∑(Pi·Vyi)2 | 10lg2sinθ |
3 | ∑(Pi+ )· | 10lg2(sinθsinθ'+sin2θ)-5lg(1+sin2θ) |
4 | ∑(Pi+Vci)·Vci | 10lg{ cos(θ-θ')·[1+cos(θ-θ')]} |
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