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Composite laminated structures have attracted considerable attentions in the field of aerospace, marine, and even renewable energy due to their high stiffness, strength, weight reduction, fatigue life, and wear resistance. Linear and nonlinear vibration analysis are essential to predict the dynamic response for effective design and structural integrity in various engineering applications. The key characteristics of the thin-walled structures include geometrical and material nonlinearity, temporal and spatial multiscale feature, multi-field coupling condition in complex operation environment, etc. Significant progress has been made in the theoretical modeling, numerical simulation, structural design, deformation mechanism, and engineering application. This review critically discusses 190 journal papers from the past ten years, providing a comprehensive exploration of the linear and nonlinear vibrations of composite structures, which is mainly focused on the analytical and numerical solutions via theoretical derivation, mesh-based or meshless techniques. Several common composite materials and their applications are described in detail. A holistic overview of various homogeneous modeling methods including analytical method, semi-analytical method, and numerical method are provided. The theories and mathematical formulations of classical laminate plate theory, shear deformation theory, and zig-zag theory are described separately, and the corresponding advantage and disadvantage are presented in detail with the fundamental assumption and applicable condition. The available analytical and numerical simulations of composite structure are reviewed to predict the mechanical property and analyze the bending, buckling, vibration, and multi-field coupling behaviors via finite element method, meshless method or multiscale method. The recent development of the applications of composite laminated structures are summarized in damage detection and vibration control, and the emphases are placed on modal analysis, energy harvester and vibration suppression. The current challenge and future work of composite structures are explored from fundamental research and potential applications.
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NONLINEAR DYNAMICS
ISSN: 0924-090X
Year: 2025
Issue: 10
Volume: 113
Page: 10839-10859
5 . 6 0 0
JCR@2022
Cited Count:
SCOPUS Cited Count:
ESI Highly Cited Papers on the List: 0 Unfold All
WanFang Cited Count:
Chinese Cited Count:
30 Days PV: 6
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