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VIBRATION ANALYSIS OF A CANTILEVERED BEAM WITH PIEZOELECTRIC ACTUATOR AS A CONTROLL ARLE ELASTIC STRUCTURE

机译:压电致动器作为悬臂梁的振动分析

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As a baseline for treating flexible beam attached to central-body space structure, the generic problem of a cantilevered Euler-Bernoulli beam with piezoelectric actuator attached as appropriate along the beam and its control is solved in great detail. The baseline approach can be utilized to solve more complex problems in engineering and in the selection and utilization of commercial software. For comparative study, three generic configurations of the combined beam and piezoelectric elements are solved, which could be used in further works for feasible applications. For simplicity, Euler-Bernoulli theory is utilized to solve the free vibration of the beam by both analytical and numerical methods. The equation of motion of the beam is obtained by using Hamilton's principle, and the baseline problem is solved using finite element method. An in-house computational routine is developed for various applications. Euler-Bernoulli theory;Finite Element Method;Hamiltonian Mechanics;Piezoelectric Material;Active Vibration Control;Structural Dynamics.
机译:作为处理附着在中心空间结构上的柔性梁的基线,悬臂式Euler-Bernoulli横梁(适当地沿着该梁安装压电致动器)及其控制的一般问题得到了详细解决。基线方法可用于解决工程中以及商业软件的选择和使用中的更复杂问题。为了进行比较研究,解决了组合梁和压电元件的三种通用配置,可将其用于可行的进一步工作中。为简单起见,利用欧拉-伯努利理论通过解析和数值方法来求解梁的自由振动。利用汉密尔顿原理获得梁的运动方程,并利用有限元方法求解基线问题。针对各种应用开发了内部计算例程。欧拉-伯努利理论;有限元方法;哈密顿力学;压电材料;主动振动控制;结构动力学

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