首页> 外文会议>International Congress on Sound and Vibration >ANALYSIS AND EXPERIMENT OF VIBRATION AND ACOUSTIC CHARACTERISTICS OF CARBON FIBER-REINFORCED PLASTIC PLATE WITH FIXED BOUNDARY CONDITIONS
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ANALYSIS AND EXPERIMENT OF VIBRATION AND ACOUSTIC CHARACTERISTICS OF CARBON FIBER-REINFORCED PLASTIC PLATE WITH FIXED BOUNDARY CONDITIONS

机译:固定边界条件碳纤维增强塑料板振动和声学特性的分析与试验

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摘要

Recently, the vibration characteristics and acoustic prediction of composite plates with various boundary conditions has been studied due to their favorable relation of weight to strength. This paper studies the vibration response and acoustic prediction of thin rectangular carbon fiber-reinforced plastic (CFRP) plates. The plate has clamped boundary condition for the four edges. The unidirectional rectangular carbon fiber-reinforced plastic (CFRP) plate is excited by a harmonic concentrated force. The excited point location is approximately the fourth point of the plate length due to avoid nodal point. Comparison of the natural frequency and mode shape between theoretical value and experimental data is conducted. Theory used in this paper is the classical plate theory (CPT) that is applicable to the thin plate (the CPT neglects the effect of the transverse shear deformation). Sound pressure is measured at 1m central point to compare the acoustic radiation characteristics. Rayleigh integral equation was used to predict the acoustic radiation characteristic. Finally, to verify the theoretical solution and value of experimental data, numerical solution is also obtained by FE tool. It is found that the peak levels of sound pressure occur only in non-symmetric vibration mode. Some peak also occurs in experiment at symmetric mode, because it does not implement the full symmetric mode practically.
机译:最近,已经研究了具有各种边界条件的复合板的振动特性和声学预测由于其对强度的权重的有利关系。本文研究了薄矩形碳纤维增强塑料(CFRP)板的振动响应和声学预测。该板具有四个边缘的夹紧边界条件。单向矩形碳纤维增强塑料(CFRP)板通过谐波浓缩力激发。由于避免节点点,激发点位置大约是板长度的第四点。进行了理论值与实验数据之间的自然频率和模式形状的比较。本文中使用的理论是适用于薄板的经典板理论(CPT)(CPT忽略横向剪切变形的效果)。在1M中心点测量声压以比较声学辐射特性。 Rayleigh积分方程用于预测声学辐射特性。最后,为了验证实验数据的理论解决方案和价值,还通过Fe工具获得数值溶液。发现声压的峰值水平仅在非对称振动模式下发生。某些峰值也发生在对称模式下的实验中,因为它实际上不会实现完整的对称模式。

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