文件名称:Smooth-Music
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Smooth-Music ，Direction of Arrival Estimation
In a communication situation, assuming flat fading,there may be multipath components from many directions. These components would be correlated with each other. Correlated components reduce the rank of the signal correlation matrix Rs, resulting in more than (N − M) noise eigenvalues.
-Smooth-Music ，Direction of Arrival Estimation
In a communication situation, assuming flat fading,there may be multipath components from many directions. These components would be correlated with each other. Correlated components reduce the rank of the signal correlation matrix Rs, resulting in more than (N − M) noise eigenvalues.
In a communication situation, assuming flat fading,there may be multipath components from many directions. These components would be correlated with each other. Correlated components reduce the rank of the signal correlation matrix Rs, resulting in more than (N − M) noise eigenvalues.
-Smooth-Music ，Direction of Arrival Estimation
In a communication situation, assuming flat fading,there may be multipath components from many directions. These components would be correlated with each other. Correlated components reduce the rank of the signal correlation matrix Rs, resulting in more than (N − M) noise eigenvalues.
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uladata.m
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Smooth_Music.m
practice.m
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