Description: 快速doa估计方法,包含线阵和平面阵,但精度不是很高-Quick doa estimation methods, including linear array and planar array, but not very high accuracy Platform: |
Size: 4096 |
Author:蓝云 |
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Description: 阵列信号处理方面的经典程序,包括MUSIC算法,ESPRIT 算法,Root-MUSIC算法面阵中二维角度估计 Unitary -ESPRIT算法,空间平滑MUSIC算法,传播算子DOA估计算法-Classical array signal processing procedures, including the MUSIC algorithm, ESPRIT algorithm, Root-MUSIC algorithm for two-dimensional planar array of point estimates Unitary-ESPRIT algorithm, spatial smoothing MUSIC algorithm, propagator DOA estimation algorithm, etc. Platform: |
Size: 15360 |
Author:黄磊 |
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Description: MATLAB程序
1:MUSIC 算法MATLAB程序
2:ESPRIT 算法MATLAB程序
3:Root-MUSIC算法MATLAB程序
4:面阵中二维角度估计 Unitary -ESPRIT算法MATLAB程序
5:空间平滑MUSIC算法的MATLAB程序
6:角度和时延联合估计(JADE)算法MATLAB程序
7:传播算子DOA估计算法MATLAB程序
8:基于增广矩阵束的L型阵列的二维DOA估计MATLAB程序
-MATLAB program
1: MUSIC algorithm MATLAB program
2: ESPRIT algorithm MATLAB program
3: Root-MUSIC algorithm MATLAB program
4: two-dimensional planar array of point estimates Unitary-ESPRIT algorithm MATLAB program
5: spatial smoothing MUSIC algorithm MATLAB program
6: Joint angle and delay estimation (JADE) algorithm MATLAB program
7: The propagator DOA estimation algorithm MATLAB program
8: Based on the augmented matrix of the L-shaped beam of two-dimensional array, DOA estimation MATLAB program Platform: |
Size: 15360 |
Author:丁军军 |
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Description: 本程序为多维面阵的波达方位估计的程序,用于面阵俯仰角方位角定向-DOA DOA estimation procedures for multi-dimensional planar array of procedures for the azimuth orientation of the pitch angle of the plane array Platform: |
Size: 1024 |
Author:peter |
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Description: Cram ́ er-Rao bound (CRB) has been formulated in
earlier work for linear, planar and 3-D array configurations. The
formulations developed in prior work, make use of the standard
spatial data model. In this paper, the existence of CRB for the
spherical harmonics data model is first verified. Subsequently, an
expression for stochastic CRB is derived for direction of arrival
(DOA) estimation in spherical harmonics domain. The stochastic
CRBs for azimuth and elevation are plotted at various Signal
to Noise Ratios (SNRs) and snapshots. It is noted that a lower
bound on the CRB is attained at high SNR. A similar observation
is made when larger number of snapshots are used. Platform: |
Size: 147456 |
Author:lalan |
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