首页> 外文会议>Ninth international conference on sound and vibration (ICSV9) >NINTH INTERNATIONAL CONGRESS ONSOUND AND VIBRATIONS, ICSV9SIMULATION OF WIND INSTRUMENTS BASED ONA BOUNDARY INTEGRAL FORMULATION FORTHE INPUT IMPEDANCE EVALUATION
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NINTH INTERNATIONAL CONGRESS ONSOUND AND VIBRATIONS, ICSV9SIMULATION OF WIND INSTRUMENTS BASED ONA BOUNDARY INTEGRAL FORMULATION FORTHE INPUT IMPEDANCE EVALUATION

机译:第九届国际声音与振动国际会议,ICD 9 r 基于 r n输入阻抗评估的边界积分公式的风乐器模拟

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The numerical simulation of a reed-driven musical instrument represents a challengingrnproblem, due to the strong nonlinear coupling between the dynamics of excitingrndevice (the reed) and the acoustics of the instrument bore. One of the most diu000ecultrnissues is the accurate prediction of the harmonic response of the air column. This isrntypically given in terms of input impedance spectrum Zin(!), which represents the ratiornbetween pressure and mass row at the input section of the instrument. Classicalrnmathematical models are usually valid for simple geometries (cylindrical, conical, exponentialrn...), and based on a-priori assumptions about the radiation impedance at thernopen end of the tube. In addition, accurate measurements of such quantities are notrneasy to obtain, due to large dynamic range of Zin, and the inruence of the experimentalrnuncertainities (geometry, temperature, etc. ) on the results. In this work, a BoundaryrnIntegral Equation approach for the prediction of the acoustic response of the instrumentrnis presented. This is valid for arbitrary geometries, including tuning holes. The methodrnis applied to evaluate the input impedance of instruments of the clarinettes and saxophonernfamilies. Using the same mathematical model, the transfer function relating therninrow Uin to the pressure at arbitrary locations in the feld, is calculated as well.
机译:簧片驱动的乐器的数值模拟代表了一个具有挑战性的问题,这是由于激励装置(簧片)的动力学与乐器腔的声学之间的强非线性耦合。最为严重的一种外生性疾病是对气柱谐波响应的准确预测。这通常以输入阻抗谱Zin(!)的形式给出,它表示仪器输入部分的压力与质量行之间的比率。经典数学模型通常适用于简单几何形状(圆柱,圆锥,指数...),并且基于关于管开口端的辐射阻抗的先验假设。另外,由于锌的大的动态范围,以及结果的实验​​不确定性(几何形状,温度等)的影响,很难获得如此数量的准确测量结果。在这项工作中,提出了一种用于预测乐器声音响应的边界积分方程方法。这对于包括调整孔在内的任意几何形状均有效。该方法应用于评估单簧管和萨克斯管乐器的输入阻抗。使用相同的数学模型,还计算了将热量增量Uin与该区域中任意位置的压力相关的传递函数。

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