Based on the polarization sensitive array, the joint spectrum is defined and its analytic function is presented by using MUSIC method.
结合具体的极化敏感阵列定义了极化域—空域联合谱,用MUSIC方法得到联合谱函数表达式。
Comparison of time resolution and complexity between sliding correlation method and conventional correlation MUSIC method was conducted.
将滑动相关的时间分辨率与传统相关MUSIC方法的计算复杂度进行了对比。
The results show that the maximum entropy method is more sensitive to the gain and phase errors than the maximum likelihood method (MLM) and MUSIC method.
结果表明最大熵算法较最大似然估计(MLM)算法和MUSIC算法对幅相误差的影响更加敏感。
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