Fundamental Frequencies Contour Extraction Based on the Extended Harmonic-Percussive Source Separation

A. Sieriebriakov, Y. Bogachuk, S. O. Bondar, V. Simakhin
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Abstract

Introduction. Amidst the multiplicity of audio signal processing tasks connected with the necessity of source separation, the problem of obtaining of its most prominent components occupies special place. One of the approaches, dedicated to solve such task, is based on melody extraction from musical audio recording. If generalized, such technique can be applied to a wider class of audio signals for extraction from them of the so-called fundamental frequencies contour. For its realization, an attempt was made to combine the method of median filtering with the salience estimation method, for their application at various stages of the analysis of the input audio signal. A combination of methods is used to obtain the f_0-representation of the melody, based on the processing of the filtered values obtained at the first step. The purpose of the article is to obtain the trajectory of f_0-values of the input audio signal and filtering of the corresponding to this trajectory harmonics. Results. The proposed method is effective for use in audio signal processing systems for fundamental frequencies contour of the most prominent tonal components extraction and its further reuse. Conclusions. Realized spectrum decomposition technique, based on the tendency of the time-frequency distribution of its constituent sounds, allows to effectively extract melodic contours from non-melodic contours. Nevertheless, there is a necessity for further research regarding the distribution model of harmonic and percussive characteristics relative to each other. Such a model should be extended with heuristics for more accurate filtering of stable in time tonal components of complex audio signals.
基于扩展谐波-冲击源分离的基频轮廓提取
介绍。在众多音频信号处理任务中,必须进行源分离,其中最突出分量的获取问题占有特殊的地位。从音乐录音中提取旋律是解决这一问题的一种方法。如果推广,这种技术可以应用于更广泛的音频信号,从它们中提取所谓的基频轮廓。为了实现该算法,我们尝试将中值滤波方法与显著性估计方法相结合,将其应用于输入音频信号分析的各个阶段。基于对第一步获得的滤波值的处理,使用多种方法来获得旋律的f_0表示。本文的目的是获取输入音频信号的轨迹f_0值,并对该轨迹对应的谐波进行滤波。结果。该方法可有效地用于音频信号处理系统中对基频轮廓中最突出的音调成分的提取及其进一步再利用。结论。所实现的频谱分解技术,基于其组成声音的时频分布趋势,可以有效地从非旋律轮廓中提取旋律轮廓。然而,有必要进一步研究谐波与冲击特性的相对分布模型。为了更精确地滤波复杂音频信号中稳定的随时间变化的音调分量,这种模型应该用启发式进行扩展。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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24 weeks
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