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High-Order Cumulants Based Sparse Array Design Via Fractal Geometries - Part II: Robustness and Mutual Coupling.

IEEE transactions on signal processing(2023)

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摘要
Array robustness and mutual coupling are two important factors affecting the direction finding performance of various array structures. These properties are not typically analyzed in DOA estimation based on $2q$th-order difference co-arrays. In the first part of this work, we proposed fractal arrays for exploiting the $2q$th-order difference co-array ($2q$th-O-Fractal). In this second part, we analyze robustness and mutual coupling leakage of the $2q$th-O-Fractal framework. We introduce a robustness analysis tool, and derive a fragility upper bound on the $2q$th-O-Fractal as a function of the generator array fragility and the fractal order. Our results show that the robustness of $2q$th-O-Fractal can be improved by designing a robust generator or increasing the fractal order. The mutual coupling leakage of $2q$th-O-Fractal is also shown to be upper bounded by that of its generator array. Simulation results demonstrate that the proposed $2q$th-O-Fractal has superior performance over existing structures exploiting the $2q$th-order difference co-array, in the presence of random sensor damage and mutual coupling effect.
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关键词
Sensor arrays,Robustness,Fractals,Mutual coupling,Generators,Estimation,Couplings,Difference co-array,direction of arrival estimation,fractal,high-order cumulants,sparse array design
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