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Direction of arrival estimation and tracking of narrowband and wideband signals.

机译:到达方向估计以及窄带和宽带信号的跟踪。

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摘要

The research addresses estimation and tracking of direction of arrival (DOA) and associated parameters of narrowband and wideband signals impinging on a uniform linear array of sensors. The signals are modeled as sample functions of a Gaussian stochastic process. Computationally efficient, approximate maximum likelihood (ML) methods are developed for direction of arrival estimation of narrowband signals impinging on a large array of sensors. A new likelihood function is formulated based on a large M (# sensors) Taylor's series approximation of the original likelihood function. Asymptotic expressions for Cramer-Rao lower bounds on the DOA estimates are derived. From the positive definiteness property of the Fisher information matrix, a resolution criterion for closely spaced sources is proposed.; An algorithm for tracking multiple narrowband signal sources in near-field is proposed based on joint estimation of angle and range by the maximum likelihood principle. For sources modeled as wideband signals, a new scheme for tracking direction of arrival is proposed. The wideband signals are modeled as vector auto regressive models so that their spectral densities are characterized by a finite number of parameters. A Bayes classifier is employed for data association.; A new method is proposed for tracking and data association by estimation of singularity of higher order curves fitted to data (DOA estimates). At every tracking time instant, the intercept point forecast information of pairs of signal tracks obtained from existing track data is employed for data association. The forecasted intercept point is recognized as the estimated singularity of a single second order curve fitted to data from every pair. Data association is achieved by detecting cross-over from the knowledge of these forecasts, and by suitable evidence combination of cross-over detection.
机译:该研究解决了撞击和均匀撞击传感器线性阵列的窄带和宽带信号的到达方向(DOA)及其相关参数的估计和跟踪问题。信号被建模为高斯随机过程的样本函数。开发了计算有效的近似最大似然(ML)方法,用于估计撞击在大量传感器上的窄带信号的到达方向。新的似然函数是基于原始似然函数的大M(泰勒传感器)泰勒级数近似制定的。推导了DOA估计值上Cramer-Rao下界的渐近表达式。从Fisher信息矩阵的正定性出发,提出了近距离信号源的分辨率判据。基于最大似然原理联合估计角度和距离,提出了一种在近场中跟踪多个窄带信号源的算法。对于建模为宽带信号的信号源,提出了一种跟踪到达方向的新方案。宽带信号被建模为矢量自回归模型,因此它们的频谱密度由有限数量的参数表征。使用贝叶斯分类器进行数据关联。提出了一种通过拟合数据的高阶曲线的奇异性估计(DOA估计)来进行跟踪和数据关联的新方法。在每个跟踪时刻,将从现有轨道数据获得的成对信号轨道的交点预测信息用于数据关联。预测的截点被识别为拟合到来自每对数据的一条二阶曲线的估计奇异性。通过从这些预测的知识中检测出交叉,并通过交叉检测的适当证据组合,可以实现数据关联。

著录项

  • 作者

    Ananthaiyer, Satish.;

  • 作者单位

    Purdue University.;

  • 授予单位 Purdue University.;
  • 学科 Engineering Electronics and Electrical.
  • 学位 Ph.D.
  • 年度 1995
  • 页码 159 p.
  • 总页数 159
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 无线电电子学、电信技术;
  • 关键词

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