首页> 外文会议>SMASIS2010;ASME conference on smart materials, adaptive structures and intelligent systems >ACTIVE CONTROL OF GEOMETRICALLY NONLINEAR TRANSIENT RESPONSE OF SMART LAMINATED COMPOSITE PLATE INTEGRATED WITH AFC ACTUATOR AND PVDF SENSOR
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ACTIVE CONTROL OF GEOMETRICALLY NONLINEAR TRANSIENT RESPONSE OF SMART LAMINATED COMPOSITE PLATE INTEGRATED WITH AFC ACTUATOR AND PVDF SENSOR

机译:集成有AFC执行器和PVDF传感器的智能层合复合板的几何非线性瞬态响应的主动控制

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A coupled electromechanical finite element formulation for active control of geometrically nonlinear transient response of laminated composite plate is studied. First order shear deformation theory and Von Karman type nonlinear strain displacements are used. The plate is discritised using eight noded quadratic-isoparametric elements with five mechanical degrees of freedom and one electrical degree of freedom per node. Newton-Raphson iterative method in association with Newmark time integration method is used to solve the nonlinear finite element equilibrium equation. Negative velocity feedback control algorithm is used to control the dynamic response of the smart laminated composite plate. Active fiber composite (AFC) layer poled in fiber direction acting as distributed actuator and PVDF layer poled in thickness direction acting as sensor are considered. Present study involves two types of actuator sensor arrangements. Case I: the substrate is sandwiched between AFC actuator and PVDF sensor. Case II: AFC actuator and PVDF sensor are collocated on top of the substrate. The effect of piezoelectric fiber orientation in actuator layer on vibration control for both cross ply and angle ply laminates are examined.
机译:研究了主动控制层合板几何非线性瞬态响应的耦合机电有限元公式。使用一阶剪切变形理论和Von Karman型非线性应变位移。使用八个节点的二次等参元素对板进行区分,每个节点具有五个机械自由度和一个电气自由度。牛顿-拉夫森迭代法与纽马克时间积分法相结合,用于求解非线性有限元平衡方程。负速度反馈控制算法用于控制智能叠层复合板的动力响应。考虑在纤维方向上极化的有源纤维复合材料(AFC)层作为分布式执行器,在厚度方向上极化的PVDF层作为传感器。当前的研究涉及两种类型的致动器传感器布置。情况一:基材夹在AFC执行器和PVDF传感器之间。情况二:AFC执行器和PVDF传感器并置在基板顶部。检验了致动器层中压电纤维取向对交叉层和角层层合物的振动控制的影响。

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