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ANALYSIS OF COUPLED ELECTROMECHANICAL OSCILLATORS BY A BAND-PASS, REDUCED COMPLEXITY, VOLTERRA METHOD

机译:带通,减小的复杂度,Volterra方法分析耦合的机电振荡器

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摘要

Nonlinear analysis of a typical electromechanical coupled oscillator is approached by using Volterra polynomial series representation for nonlinear systems. The problem is formulated in a band-pass framework, allowing the study of transmission of power and information over the same line from the excitation voltage source to the final electromagnetic transducer stage. An input-output, black-box, monochromatic identification technique is applied, in order to obtain a simple, yet nonlinear, small-signal model for the low-pass modulating envelope of the excitation. The small-signal model consists of a low-order static polynomial nonlinearity intermitted between two linear MA filters. The procedure is carried completely in the frequency domain. The most important of the advantages, offered by the proposed methodology, is that identification is performed by employing only the fundamental harmonic component of the response to single sinusoidal inputs of various frequencies and amplitudes that sweep the band and range of interest.
机译:通过对非线性系统使用Volterra多项式级数表示法,对典型的机电耦合振荡器进行了非线性分析。该问题是在带通框架中提出的,可以研究从激励电压源到最终电磁换能器级的同一条线上的功率和信息传输。为了获得用于激励的低通调制包络的简单但非线性的小信号模型,应用了输入-输出,黑匣子,单色识别技术。小信号模型由在两个线性MA滤波器之间间歇的低阶静态多项式非线性组成。该程序完全在频域中进行。所提出的方法所提供的最重要的优点是,识别仅通过对扫描频率和幅度的各种频率和幅度的单个正弦输入的响应中的基波成分进行。

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