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基于声压振速联合处理的声矢量阵信源数检测与方位估计 总被引:3,自引:0,他引:3
为解决水下远程测向问题,首先论述了基于声压与振速互协方差矩阵的声矢量阵特征子空间方法,然后利用空时虚拟抽头处理,提出了一种基于特征向量的信源数检测与子空间划分准则。理论分析表明,与现有的将声矢量传感器的振速信息作为独立阵元来处理的声矢量阵测向方法不同,新的信源数检测与方位估计方法完全基于声压与振速联合信息处理,能将子空间方法的高分辨能力与声矢量阵的抗噪能力有机结合起来,可实现对远程目标的高分辨检测与定向。基于湖试数据的仿真实验证明了所述方法的有效性。 相似文献
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声矢量传感器阵宽带相干信号子空间最优波束形成 总被引:3,自引:2,他引:1
提出了基于矢量传感器阵的宽带相干信号子空间最优波束形成。建立了矢量传感器阵的宽带阵列信号模型,将宽带聚焦思想引入到了矢量传感器阵宽带处理,证明了矢量传感器阵与声压传感器阵宽带聚焦矩阵之间的关系,为矢量传感器阵宽带聚焦矩阵的构造提供了一种方法。推导了基于矢量传感器阵宽带最优波束形成的空间谱,通过空间重采样方法实现矢量传感器阵宽带聚焦,避免了对目标源方位的预估。通过仿真验证了矢量传感器阵具有更优越的性能:可以解宽带相干源;能够实现全空间无模糊定向;可以空间欠采样,因而在不增加计算量的基础上,能够提高阵列处理的性能;克服了传统声压传感器线阵端射方向上,目标方位估计性能下降的缺点。 相似文献
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提出一种使用协方差矩阵分解(CMD)的声矢量阵声压振速联合处理方法。该方法将声压振速互协方差矩阵分解为观测方位系数矩阵和剩余协方差矩阵,将系数矩阵与导向矢量结合避免了观测方位的选择,对剩余协方差矩阵进行奇异值分解并重构厄米特协方差矩阵,最后对重构的协方差矩阵实施最小方差无失真响应(MVDR)方法处理。理论分析表明,使用重构的协方差矩阵能够获得更高的阵处理增益。数值仿真结果验证了本文方法的计算量与Nehorai处理方法相近,但较传统声压振速联合处理方法具有更高的阵处理增益和目标分辨能力。 相似文献
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基于传播算子的宽带源相干信号子空间测向方法 总被引:4,自引:0,他引:4
将窄带传播算子方法引入宽带源测向的相干信号子空间处理中。首先提出一种新的聚焦矩阵的计算方法;该方法不需要进行角度预估,也不需要任何矩阵分解,对信号方向不敏感,运算量小。在此基础上,根据相干信号子空间处理方法的原理,对聚焦的空间协方差矩阵作传播算子方法的处理。整个过程避免了矩阵分解,因而运算量降低,仿真结果证明了该方法的有效性。 相似文献
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References: 《声学学报:英文版》2007,26(4):325-336
In order to solve the problem of DOA(direction of arrival)estimation of underwater remote targets,a novel subspace-decomposition method based on the cross covariance matrix of the pressure and the particle velocity of acoustic vector sensor arrays(AVSA)was proposed. Whereafter,using spatio-temporal virtual tapped-delay-line,a new eigenvector-based criteria of detection of number of sources and of subspace partition is also presented.The theoretical analysis shows that the new source detection and direction finding method is different from existing AVSA based DOA estimation methods using particle velocity information of acoustic vector sensor(AVS)as an independent array element.It is entirely based on the combined information processing of pressure and particle velocity,has better estimation performance than existing methods in isotropic noise field.Computer simulations with data from lake trials demonstrate,the proposed method is effective and obviously outperforms existing methods in resolution and accuracy in the case of low signal-to-noise ratio(SNR). 相似文献
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References: 《声学学报:英文版》2007,26(1):15-27
In order to solve the problem of DOA (Direction of Arrival) estimation of underwater distant wideband targets, a novel coherent signal-subspace method based on the cross spectral matrix of pressure and particle velocity using the Acoustic Vector Sensor Array (AVSA) is proposed in this paper. The proposed method is different from existing AVSA based DOA estimation methods in using particle velocity information of Acoustic Vector Sensor (AVS) as an independent array element. It is entirely based on the combined information processing of pressure and particle velocity, namely, the P-V cross spectrum, has better DOA estimation performance than existing methods in isotropic noise field. By theoretical analysis, both focusing principle and eigendecomposition theory based on the P-V cross spectral matrix are given. At the same time, the corresponding criteria for source number detection is also presented. Computer simulations with data from lake trials demonstrate that the proposed method is effective and obviously outperforms existing methods in resolution and accuracy in the case of low Signal-to-Noise Ratio (SNR). 相似文献
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《声学学报:英文版》2001,(3)
1 IntroductionSound field has both scalar field (acoustic pressure) and vector (acoustic particle velocity)field. The joillt processing of them should open a new way to understand ocean environmelltknowledge and to detect targets, it is a virgin soil for pioneer.ThaditionaJ underwater acoustic system only utilizes pressure information given by hydrophone and its array. A hydrophone and a acoustic particle velocity sensor constitute anintegrated one named "combine sensor". Combine sensor syste… 相似文献
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基于多重信号分类法的一种声矢量阵方位估计算法 总被引:8,自引:0,他引:8
为了提高声矢量阵高分辨方位估计的性能,文中提出了一种矢量阵MUSIC方位估计算法。该算法先构造声矢量阵声压和振速组合输出的互协方差矩阵,然后进行MUSIC方位估计。理论分析和计算机仿真表明,文中算法比传统声矢量阵MUSIC方位估计算法有更好的双目标分辨能力和弱目标方位估计能力,湖试结果也表明文中算法有更好的目标方位估计性能。该算法基于矢量传感器声压和振速的相干性原理,充分利用声压振速组合指向性抗干扰能力,可以更好地抑制各向同性干扰,提高阵列的处理增益,从而有更好的方位估计性能。 相似文献