Quick estimation method for two-dimensional direction of arrival of millimeter wave large-scale multiple input multiple output system
A large-scale, multi-input technology, used in radio wave direction/bias determination systems, direction finders using radio waves, etc., can solve problems such as low computational efficiency, unsuitable for massive MIMO systems, etc. Position Error Insensitive Effects
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[0126] To verify the effectiveness of the proposed framework, a Monte Carlo method is employed to evaluate the estimation performance. Here, it is assumed that the MIMO base station consists of a URA with M rows and M columns, and each sensor is a co-located EMVS. Suppose K=3 far-field source signals, and their parameters are θ=(10°, 50°, 30°), φ=(-20°, 25°, 55°), γ=(10°, 30°, 60°), η=(20°, 40°, 55°). Also, assume that L samples have been collected. The results of each plot of the simulation depend on 200 independent trials. In the simulation, the signal-to-noise ratio (SNR) is defined as SNR=10lg(||Y-N|| 2 / ||N|| 2 ). Performance evaluation uses two methods: root mean square error (RMSE) and average running time. In the framework of the present invention, the compression factor α is defined as, N 1 =round(αM 2 ), D is a randomly generated random matrix.
[0127] First, the scatterplot results of the 2D-DOA estimation of the proposed estimator are given by figure 2 ...
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