基于低秩和线性几何约束的平装平面传声器阵列TDOA测量精细化

Chen Chen, Zhao Zhao, Zhi-yong Xu
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引用次数: 1

摘要

在被动声源定位和自校准等许多应用中,估计到达时间差是麦克风阵列的必要前提。除了测量噪声和异常值外,当使用由所有传感器齐平安装在壳体中的齐平安装阵列时,由壳体相关衍射传播产生的到达时间(TOA)偏差也有助于TDOA测量。在视距条件下,两对传感器组成的等长平行线(EPLs)无论远场源方向如何,其TDOA都是相等的,基于这一观察结果,我们提出了一种新的平面阵列平装方法,利用等长平行线对应的线性几何约束和由所有TDOA测量结果构建的测量TDOA矩阵的秩2代数约束来改进TDOA测量。该方法能够同时有效地抑制测量噪声、TDOA异常值和衍射引起的TOA偏差。给出了一种计算效率高、适合于实时应用的封闭式解析解。仿真和现场实验表明,当阵列形状至少包含一对epl时,该方法优于当前最先进的算法。此外,当线性无关的epl数量增加时,可以实现显式的性能改进。该方法有助于进一步提高基于tdoa的声源定位等应用的性能。
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Refinement of TDOA Measurements for Flush Mounting Planar Microphone Arrays Using Low Rank and Linear Geometric Constraints
Estimating time difference of arrival (TDOA) is an essential prerequisite for microphone arrays in many applications such as passive sound source localization and self-calibration. In addition to measurement noise and outliers, time of arrival (TOA) deviations derived from shell-related diffraction propagation also contribute to TDOA measurements when a flush mounting array is used which consists of all sensors flush mounted into the shell. Based on the observation that the TDOAs of two pairs of sensors forming equilong parallel lines (EPLs) are equal regardless of the far-field source direction under the line-of-sight condition, we propose a novel method for flush mounting planar arrays to refine TDOA measurements applying both the linear geometric constraint corresponding to EPLs and the rank-2 algebraic constraint to the measured TDOA matrix build from all TDOA measurements. This method is capable of effectively suppressing measurement noise, TDOA outliers, and diffraction induced TOA deviations simultaneously. A closed-form, analytic solution is presented which is computationally efficient and suitable for real-time applications. Simulated and field experiments demonstrate that the proposed method outperforms the state-of-the-art algorithms if the array shape contains at least one pair of EPLs. Furthermore, explicit performance improvement can be achieved when the number of linearly independent EPLs increases. The proposed method is beneficial to further performance improvement of TDOA-based applications such as sound source localization when flush mounting planar arrays are used.
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