Abstract

The acoustic vector sensor (AVS) can measure the acoustic pressure field’s spatial gradient, so it has directionality. But its channels may have nonideal gain/phase responses, which will severely degrade its performance in finding source direction. To solve this problem, in this study, a self-calibration algorithm based on all-phase FFT spectrum analysis is proposed. This method is “self-calibrated” because prior knowledge of the training signal’s arrival angle is not required. By measuring signals from different directions, the initial phase can be achieved by taking the all-phase FFT transform to each channel. We use the amplitude of the main spectrum peak of every channel in different direction to formulate an equation; the amplitude gain estimates can be achieved by solving this equation. In order to get better estimation accuracy, bearing difference of different training signals should be larger than a threshold, which is related to SNR. Finally, the reference signal’s direction of arrival can be estimated. This method is easy to implement and has advantage in accuracy and antinoise. The efficacy of this proposed scheme is verified with simulation results.

Highlights

  • Different from the scalar sensor which can only measure the sound pressure signal, the acoustic vector sensor (AVS) consists of three identical, but orthogonally oriented, acoustic velocity sensors, all spatially colocated in a point-like geometry

  • The length of S1 is 512. 500-time Monte Carlo simulation is executed under different signal-to-noise ratio (SNR), using the ME and the RMSE to show the validity of this algorithm

  • It can be seen from the figure that the estimation accuracy of the AP-FFT algorithm is improved following the increase of SNR

Read more

Summary

Introduction

Different from the scalar sensor which can only measure the sound pressure signal, the AVS (acoustic vector sensor, as vector hydrophone) consists of three identical, but orthogonally oriented, acoustic velocity sensors, all spatially colocated in a point-like geometry. The AVS has many advantages, such as frequency-independent dipole directivity, being good at suppressing isotropic noise, and estimating the direction without left-right ambiguity These features can provide new ways to solve many underwater acoustic problems. The AVS can be calibrated with an accelerometer and relative instrument It means the above method needs special equipment and sealed cabin (or anechoic tank), making it inconvenient and high in cost. Reference [17] calibrates the misorientation (not gain/phase uncertainty) of AVS, but it requires prior knowledge of the AVS’s perfect orientation at a prior moment. A self-calibration algorithm for single AVS is proposed. This method can fix the phase and amplitude uncertainties without knowing the DOAs of the calibrating source in advance.

Algorithm Research for AVS
Calibration Methods for Vector Sensor
Simulation Analyses
Findings
Conclusions
Full Text
Paper version not known

Talk to us

Join us for a 30 min session where you can share your feedback and ask us any queries you have

Schedule a call