Period information deviation on the segmental sinusoidal model

F. B. Setiawan
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引用次数: 2

Abstract

Speech signal can be modeled by sinusoidal model. On the sinusoidal model, there are many kinds for representing the signal. One of model is Segmental Sinusoidal model. The segmental sinusoidal model is an approximation method based on sinusoidal model for speech signal, especially for periodic detection. The periodic signal can be decomposed by infinite sinusoidal signal with combination of amplitude, frequency and phase. After the signal is decomposed, parameter will be quantized. The proposed quantization method in this paper is sampling signal on big part between minimum and maximum part over observation block. Some parameters of speech signal are detected. The useful parameters are peaks and period between consecutive peaks. Period information obtained from this quantization tends to different than the original, In this paper, we show the experimental results that there are many differences between period information on encoder side with the decoder side. It caused by quantization error on period information and quantization error on the codebook design. Effect of differences is degradation of signal quality, especially on frequency signal accuracy. On this paper, deviation of the reconstructed signal from original signal will be evaluated. Deviation from the original signals means that some error occur on period quantization.
分段正弦模型的周期信息偏差
语音信号可以用正弦模型来建模。在正弦模型上,有很多种表示信号的方法。其中一种模型是分段正弦模型。分段正弦模型是一种基于正弦模型的语音信号逼近方法,尤其适用于语音信号的周期检测。周期信号可以由幅值、频率和相位组合的无限正弦信号进行分解。信号被分解后,参数将被量化。本文提出的量化方法是对观测块上最小和最大部分之间的大部分信号进行采样。检测语音信号的一些参数。有用的参数是峰值和连续峰值之间的周期。这种量化得到的周期信息往往与原来的周期信息不同,在本文中,我们展示了实验结果,编码器侧的周期信息与解码器侧的周期信息存在许多差异。它是由周期信息的量化误差和码本设计的量化误差引起的。差异的影响是信号质量的下降,特别是对频率信号精度的影响。本文将评估重构信号与原始信号的偏差。与原始信号的偏差意味着周期量化出现了一定的误差。
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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