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Theoretical Investigation of a Structure for Active Vibration Control with Fuzzy Logic Approach

机译:模糊逻辑方法有源振动控制结构的理论研究

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The main purpose of this study is to prepare mathematical model for active vibration control of a structure. This paper presents the numerical and experimental modal analysis of aluminum cantilever beam in order to investigate the dynamic characteristics of the structure. The results will be used for active vibration control of structure's experimental setup. Experimental natural frequencies are obtained and compared to verify the proposed numerical model by using modal analysis results. MATLAB System Identification Toolbox and ANSYS harmonic response function are used together to estimate beam's equations of motion which include its amplitude, frequency and phase angle values. Moreover, the mathematical model of beam is simulated in MATLAB/Simulink software to determine the dynamic behavior of the proposed system. Furthermore, another prediction model approach with multiple input and single output is used to find the realistic behavior of beam via an adaptive neural-network-based fuzzy logic inference system, in addition, impulse responses of the proposed models are compared and the control block diagram for active vibration control is implemented. As a first iteration, PID type controller is designed to suppress vibrations against the disturbance input. The results of modal analysis, the prediction models, controlled and uncontrolled system responses are presented in graphics and tables for obtaining a sample numerical active vibration control.
机译:本研究的主要目的是为结构的主动振动控制制备数学模型。本文介绍了铝悬臂梁的数值和实验模态分析,以研究结构的动态特性。结果将用于结构实验设置的主动振动控制。获得实验自然频率,并比较通过使用模态分析结果来验证所提出的数值模型。 MATLAB系统识别工具箱和ANSYS谐波响应函数一起使用以估计梁的运动方程,其包括其幅度,频率和相位值。此外,光束的数学模型在Matlab / Simulink软件中模拟,以确定所提出的系统的动态行为。此外,具有多个输入和单输出的另一预测模型的方法被用于通过自适应基于神经网络的模糊逻辑推理系统找到光束的现实行为,另外,所提出的模型的脉冲响应进行比较,并且所述控制框图实现有源振动控制。作为第一迭代,PID型控制器被设计为抑制扰动输入的振动。模态分析的结果,预测模型,受控和不受控制的系统响应中的图形和表格中呈现,用于获得样本数值有源振动控制。

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