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2-D DOA Estimation of Coherent Wide-Band Sources for Arbitrary Array Plane Geometry

机译:任意阵列平面几何的连贯宽带源的2-D DOA估计

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Direction of Arrival (DOA) estimation is of big importance in Sonar, Radar and satellite systems. In this work, we estimated the 2-D DOA (two-dimensional DOA) of coherent wide-band sources by using a broadband focusing method, which was based on the separation of angle and frequency of the array manifold matrix. At first, we transform the element position of the plane array into the spherical coordinates. Then we adopted a generalized Fourier series expansion based on the spherical harmonics and the first kind of spherical Bessel functions to get the arbitrary plane array steering vector. In this vector, the angle and frequency of array manifold matrix was separated, so we could get the matrix of focusing transformation. Finally, we used the traditional narrow-band algorithm to estimate the 2-D DOA. The design is suitable for arbitrary array geometry models of coherent broadband signals, and avoids the angle pre-estimation in traditional methods. Simulation results demonstrate its validity and better performance.
机译:抵达方向(DOA)估计在声纳,雷达和卫星系统方面具有重要意义。在这项工作中,我们通过使用宽带聚焦方法估计了连贯的宽带源的二维DOA(二维DOA),这是基于阵列歧管矩阵的角度和频率的分离。首先,我们将平面阵列的元件位置转换为球形坐标。然后我们采用了一种基于球面谐波的通用傅立叶串联膨胀,以及第一种球形贝塞尔功能以获得任意平面阵列转向载体。在该矢量中,阵列歧管矩阵的角度和频率分开,因此我们可以获得聚焦变换的矩阵。最后,我们使用传统的窄带算法来估计2-D DOA。该设计适用于连贯宽带信号的任意阵列几何模型,避免了传统方法中的角度预估计。仿真结果展示了其有效性和更好的性能。

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