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- W2362425127 abstract "Recently, attention has been paid to the adaptive composite structures with distributed piezoelectric actuators and sensors due to their potentiality in a wide range of applications such as vibration suppression, shape control and precision positioning. In this paper, the displacement components in the x,y directions, u,v, at an arbitrary point in a laminate plate are defined as a third order polynomial of thickness coordinate z. Applying the orthotropic composite properties and the free force boundary conditions on the plate surfaces, a refined higher order plate theory is presented. Based on the theory; a 4-node-20-degree-of-freedom rectangular finite element is developed. Several benchmarks tests are carried out. Numerical results agree well with the existing data in the literatures, thus the accuracy of the refined theory and the proposed element are verified. At the end of the paper, the effects of the different piezoelectric debonding length on the natural frequency of the smart plate are analyzed by using the proposed finite element. Results agree well with the experimental data." @default.
- W2362425127 created "2016-06-24" @default.
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- W2362425127 date "2004-01-01" @default.
- W2362425127 modified "2023-09-23" @default.
- W2362425127 title "On the Finite Element Based on the Refined Higher Order Plate Theory and Its Applications to Piezoelectric Smart Structures" @default.
- W2362425127 hasPublicationYear "2004" @default.
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