基于边界条件的锥形孔主动声学控制

K. Farinholt, D. Leo
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引用次数: 0

摘要

本文对密封锥孔的控制进行了研究。从外壳的阻抗模型开始,系统的频域和状态空间模型作为锥体几何和力学特性的函数得到发展。讨论了该声学模型与永磁扬声器的电动力学和力学动力学的耦合问题。利用样本几何结构,与实验结果对比验证了该耦合模型的精度,表明预测共振频率的精度水平为1.75%或更低。本文最后研究了将线性二次型调节器技术应用于该系统,涉及平均压力和控制电压之间的权衡。我们的模拟结果表明,当受到低电平脉冲干扰时,平均控制电压为3.26伏,可实现40.5%的压力降低,并应用于示例几何结构。
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Active Acoustic Control of Conical Bores Through Actuating Boundary Conditions
This paper presents an investigation into control of sealed conical bores. Beginning with an impedance model of the enclosure, frequency domain and state-space models of the system are developed as functions of the geometric and mechanical properties of the cone. A discussion of coupling this acoustic model with the electrical and mechanical dynamics of a permanent magnet speaker are also presented. Using a sample geometry, the accuracy of this coupled model is validated against experimental results, indicating accuracy levels of 1.75% or lower in prediction of resonance frequencies. This paper concludes with a study on applying Linear Quadratic Regulator techniques to this system, relating trade-offs between average pressure and control voltages. The results of our simulations indicate that pressure reductions of 40.5% are attainable with average control voltages of 3.26 volts when subject to low level impulse disturbances, as applied to an example geometry.
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