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Audio Application of the Parametric Array – Implementation through a Numerical Model

机译:参数数组的音频应用–通过数值模型实现

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Implementing the parametric array for audio applications is examined through numerical modeling andanalytical approximation. The analytical solution of the nonlinear wave equation is used to provideguidelines on the design parameters of the parametric array. The solution relates the source size, inputpressure level, and the carrier frequency to the audible signal response including the output level, beamwidth, and length of the interaction region. A time domain finite difference code that accurately solvesthe KZK nonlinear parabolic wave equation is used to predict the response of the parametric array. Theaccuracy of the numerical model is established by a simple parametric array experiment. In consideringthe implementation issues for audio applications of the parametric array, the emphasis is given to thepoor frequency response and the harmonic distortion. Signal processing techniques to improve thefrequency response and the harmonic distortion are suggested and implemented through the numericalsimulation.
机译:通过数值建模和方法研究了用于音频应用的参数阵列。 分析近似。非线性波动方程的解析解用于提供 有关参数数组设计参数的准则。解决方案涉及到源大小,输入 压力水平,以及对音频信号响应的载频,包括输出水平,波束 交互区域的宽度和长度。准确求解的时域有限差分代码 KZK非线性抛物线波动方程用于预测参数阵列的响应。这 数值模型的准确性是通过简单的参数数组实验建立的。在考虑 参数数组音频应用的实现问题,重点是 频率响应和谐波失真差。信号处理技术的改进 建议并通过数值来实现频率响应和谐波失真 模拟。

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