【摘要】 利用哈密尔顿原理和半李兹分析法建立复合材料悬臂板的运动方程,结合边界条件得到其弯扭耦合模态的半解析解.建立具有NACA0012翼型且贴有压电作动器和压电传感器的复合材料机翼的运动方程,利用西奥道生理论,形成智能复合材料机翼气动弹性问题的描述,利用U-g法预测复合材料机翼的颤振速度.通过数值仿真,针对智能复合材料机翼闭环系统中的不同反馈增益系数,计算模态振型和颤振速度.结果表明,不同的反馈增益系数,对模态振型和颤振速度有一定的影响.更多还原

【Abstract】 Dynamic equations were established first for the composite cantilever plates by means of Hamilton principle and the semi-Ritz analytical method and the semi-analytical expressions for the coupled modes of bending and torsion of the composite cantilever plates were derived according to its boundary conditions.Then the dynamic equations were established for the intelligent composite wing with NACA0012 airfoil,piezoelectric actuator,and piezoelectric sensor.The Theodorsen theory was employed to model aerodynamics and the flutter speed of the intelligent-composite wing was predicted by utilizing U-g method.By means of numeric simulation,the mode patterns and the flutter speed were evaluated for several gains used in the displacement negative feedback closed-loop system of the intelligent composite wing.The results indicated that the mode patterns and flutter speed were definitely influenced by the different feedback gains.更多还原