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首页> 外文期刊>Physica, A. Statistical mechanics and its applications >Acoustical genesis of uniqueness of tanpura-drone signal-Probing with non-statistical fluctuation pattern
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Acoustical genesis of uniqueness of tanpura-drone signal-Probing with non-statistical fluctuation pattern

机译:非统计波动模式的坦普拉 - 无人机信号探测唯一性的声学成因

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摘要

Tanpura-drone is one of the most commonly used string instrument used as accompaniment with vocal of other musical forms of Indian Classical Music genre. It is an exceptional and intriguing one owing to its capability of the generation of rich pattern of fine overtones. The acoustic analysis of tanpura signal had been initiated by C.V. Raman. Raman observed that the virtual overtones are heard while one is playing tanpura, which as per the conventional acoustic principles should never be generated. After that different models of its vibration pattern had been proposed to understand the theory based on the essential features of the tanpura's string-bridge interaction, for empirical simulation of the tanpura signal and also for various synthesis-oriented analysis. But various challenges arise while defining accurate algorithms for real-time sound synthesis, due to the inherent non-statistical dynamics of tanpura signal. In this work we have converted tanpura signal into a two-dimensional space. Along one dimension of the space there is time-displacement pattern. Along the other dimension the signal changes its pattern along its progression to generate musicality. Then, we propose a novel and robust methodology in the line of the works done for analyzing the pattern of non-statistical fluctuation of fluctuations inherent in the two-dimensional space of the tanpura signal along its progression with time. We have done similar analysis for the signals of other two commonly used string instruments used in Indian Classical Music - sitar and sarod, and compared the results with that of tanpura signal. When compared, it was strikingly revealed that the pattern of fluctuation of fluctuations inherent in tanpura sound is altogether different from that of the rest of the two types of string instrument. Further, we confirm computationally that the nature of the non-statistical fluctuation of the tanpura signal is consistently different from that of other string instruments like sitar and sarod signal. (C) 2020 Elsevier B.V. All rights reserved.
机译:Tanpura-Drone是最常用的弦乐器之一,用作印度古典音乐类型的其他音乐形式的声乐伴奏。由于其产生了丰富的细微溢出模式的能力,这是一个特殊的和有趣的。 C.V启动了坦普拉信号的声学分析。拉曼。拉曼观察到虽然一个正在演奏坦帕拉,但根据传统的声学原则,不应产生传统的声学原则。之后,已经提出了其振动模式的不同模型,以了解该理论,以基于Tanpura的弦桥相互作用的基本特征,用于坦波氏菌信号的实证模拟,也是针对各种合成的分析。但由于Tanpura信号的固有的非统计动态,因此出现了各种挑战,同时定义了用于实时声音合成的准确算法。在这项工作中,我们将Tanpura信号转换为二维空间。沿着空间的一个尺寸存在时间 - 位移模式。沿着另一个维度,信号沿着其进展改变其模式以产生音乐性。然后,我们提出了一种新颖且鲁棒的方法在完成的作品中,用于分析沿着时间的推进丹波拉信号的二维空间中固有的波动的非统计波动模式的模式。我们对印度古典音乐 - Sitar和Sarod中使用的其他两个常用的弦乐器的信号进行了类似的分析,并将结果与​​Tanpura信号进行了比较。比较时,令人惊讶地揭示了坦帕拉声音固有的波动波动的波动模式完全不同于两种类型的弦乐器的其余部分的波动。此外,我们在计算上确认坦帕拉信号的非统计波动的性质与SITAR和SAROD信号等其他弦乐器的非统计波动的性质始终不同。 (c)2020 Elsevier B.v.保留所有权利。

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