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对风琴管足部模型的实验射流速度和边缘音调研究。

Experimental jet velocity and edge tone investigations on a foot model of an organ pipe.

作者信息

Ausserlechner Hubert J, Trommer Thomas, Angster Judit, Miklós András

机构信息

Chair of Building Physics, University of Stuttgart, Pfaffenwaldring 7, Stuttgart, Germany.

出版信息

J Acoust Soc Am. 2009 Aug;126(2):878-86. doi: 10.1121/1.3158935.

Abstract

In order to investigate the physical processes involved in the build-up of the sound signal in a labial organ pipe a pipe foot model has been developed. The main important parameters, such as positions of the lower and upper lips, the wind pressure in the pipe foot, and the width of the flue, can be adjusted by means of this model. Moreover, different types of languids and pipe bodies (resonators) can be attached to the model. For the reason of corresponding to a real metal organ pipe these parts of the model are made of a typical alloy used in organ building. The reproducibility of measurements is provided by the micrometer screws applied for the adjustments. Flow and edge tone measurements are carried out with the help of this model. Velocity measurements with different flue widths show that the exit velocity of the jet corresponds to the Bernoulli-velocity and is asymmetrically contracted. At larger distances (>5 mm) the velocity distribution can be described by a Gauss-function having linearly increasing width. A mathematical relation of the centerline velocity as a function of the cut-up height L is found. The results of edge tone measurements show differences between previous studies and the present one. No frequency stages (and hysteresis phenomena) are found within the investigated pressure and cut-up range; the frequency modes of the edge tone coexist. The measured frequencies can be described by theoretical models.

摘要

为了研究唇管乐器中声音信号形成过程中的物理过程,开发了一种管脚模型。通过该模型可以调节一些主要重要参数,如下唇和上唇的位置、管脚中的风压以及吹口的宽度。此外,不同类型的簧片和管体(共鸣器)可以连接到该模型上。出于与真实金属管风琴相对应的原因,该模型的这些部件由管风琴制造中使用的典型合金制成。通过用于调节的微米螺丝保证了测量的可重复性。借助该模型进行了气流和边缘音测量。不同吹口宽度下的速度测量表明,射流的出口速度符合伯努利速度且呈不对称收缩。在较大距离(>5毫米)处,速度分布可用宽度呈线性增加的高斯函数来描述。找到了中心线速度与切口高度L之间的数学关系。边缘音测量结果显示了先前研究与本研究之间的差异。在研究的压力和切口范围内未发现频率阶段(和滞后现象);边缘音的频率模式共存。测量频率可用理论模型来描述。

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