Microphone Channel Frequency Response Calibration Using Circular Shifting and Spatio-Temporal Prediction

话筒 频道(广播) 校准 通带 混响 频率响应 计算机科学 声学 滤波器(信号处理) 带宽(计算) 麦克风阵列 电子工程 带通滤波器 工程类 电信 扬声器 数学 物理 计算机视觉 电气工程 统计
作者
Zhao Zhao,Ziyi Wang,Zhiyong Xu
出处
期刊:IEEE Transactions on Instrumentation and Measurement [Institute of Electrical and Electronics Engineers]
卷期号:72: 1-12 被引量:2
标识
DOI:10.1109/tim.2023.3318705
摘要

Microphone channel frequency response calibration (MCFRC) can compensate frequency response mismatches among channels and has attracted increasing attention in recent years, which is accompanied by booming applications of micro-phone arrays. State-of-the-art MCFRC techniques translate the frequency response calibration into the optimization of calibration filter coefficients and have shown remarkable performance. However, a compromise between inter-microphone distance and passband bandwidth shrinkage still exists, which limits wide application of those techniques to a great extent. To address this problem, a MCFRC method using circular shifting and spatio-temporal prediction is proposed in this paper. First, all micro-phones from uncalibrated channels are deployed in a rotating symmetric arrangement and circular shifting is conducted, making each channel experience all different predetermined positions. Then, for each channel, spatio-temporal prediction technique is utilized to separately enhance those segments containing received calibration signal at different positions. Next, the summation of all enhanced segments for each channel is calculated, which can almost ensure that differences among microphone channel outputs are only caused by channel frequency response mismatches. Finally, Newton algorithm is employed to design the calibration filter coefficients corresponding to each channel. Simulation results reveal that the proposed approach considerably outperforms existing calibration methods across various signal-to-noise ratio (SNR), reverberation time, and inter-microphone distance conditions. Meanwhile, passband band-width shrinkage problem is well handled. Real-world experiments also verify its effectiveness.
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