Abstract
This paper introduces a low complexity wideband direction-of-arrival (DOA) estimation algorithm on the co-prime array. To increase the number of the detectable signal sources and to prevent an unnecessary increase in complexity, the low dimensional co-prime array vector is constructed by arranging elements of the correlation matrix at every frequency bin. The atomic norm minimization (ANM)-based approach resolves the grid-mismatch, which causes an inevitable error in the compressive sensing (CS)-based DOA estimation. However, the complexity surges when the ANM is exploited to the wideband DOA estimation on the co-prime array. The surging complexity of the ANM-based wideband DOA estimation on the co-prime array is handled by solving the time-saving semidefinite programming (SDP) motivated by the ANM for multiple measurement vector (MMV) case. Simulation results show that the proposed algorithm has high accuracy and low complexity compared to compressive sensing (CS)-based wideband DOA estimation algorithms that exploit the co-prime array.
Highlights
A direction-of-arrival (DOA) estimation has been studied for decades in array signal processing and has been adopted in a various applications such as localization and radar [1]
We propose a low complexity wideband DOA estimation via atomic norm minimization (ANM) which is free from grid-mismatch
We have proposed the wideband DOA estimation on co-prime array via ANM
Summary
A direction-of-arrival (DOA) estimation has been studied for decades in array signal processing and has been adopted in a various applications such as localization and radar [1]. On the other hand, when the signal has a wide bandwidth, the narrowband DOA estimation algorithms cannot be used since the phase difference between antennas varies with the temporal frequency [5]. For this reason, the wideband systems such as automotive radar [6] and other ultra-wideband (UWB) applications [7]. Among [11,12,13], the algorithm in [11] suffers from the grid-mismatch and has high complexity that surges as the number of decomposed narrowband signals increases. To reduce the complexity of the ANM-based wideband DOA estimation, the time-saving SDP is derived, which is motivated by the ANM for MMV case
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