Vibration and buckling of composite thin-walled beams with shear deformability

Journal of Sound and Vibration

Volumn 258, Issue 4, 2002, Pages 701-723

  Cortinez V H ^a   Piovan, M T ^a  

^a UNIVERSIDAD TECNOLÓGICA NACIONAL   (Argentina)

Author keywords

[No Author keywords available]

Indexed keywords

BUCKLING; COMPOSITE BEAMS AND GIRDERS; COMPUTATIONAL METHODS; CORROSION RESISTANCE; FATIGUE OF MATERIALS; FINITE ELEMENT METHOD; SHEAR DEFORMATION; THERMAL EXPANSION; VIBRATIONS (MECHANICAL);

CRITICAL LOADING; ORTHOTROPIC MATERIALS; THIN-WALLED BEAMS; WARPING EFFECT;

THIN WALLED STRUCTURES;

EID: 18844375663     PISSN: 0022460X     EISSN: 10958568     Source Type: Journal    
DOI: 10.1006/jsvi.2002.5146     Document Type: Article

References (22)

1. E. J. BARBERO 1999 Introduction to Composite Material Design. London: Taylor & Francis Inc.
2. V. VLASOV 1961 Thin Walled Elastic Beams. Jerusalem: Israel Program for Scientific Translation.
3. N. R. BAULD JR and L. S. TZENG 1984 International Journal of Solids and Structures 20, 277-297. A Vlasov theory for fiber-reinforced beams with thin-walled open cross sections.
4. A. GHORBANPOOR and B. OMIDVAR 1996 Journal of Structural Engineering 122, 1379-1383. Simplified analysis of thin-walled composite members.
5. J. C. MASSA and E. J. BARBERO 1998 Journal of Composite Materials 32, 1560-1594. A strength of materials formulation for thin-walled composite beams with torsion.
6. G. D. POLLOCK, A. R. ZAK, H. H. HILTON and M. F. AHMAD 1995 Structural Engineering and Mechanics 3, 91-103. Shear center for elastic thin-walled composite beams.
7. E. ESTIVALEZES and J.-J. BARRAU 1998 Composites 29B, 371-376. Analytical theory for an approach calculation of composite box beams subjected to tension and bending.
8. V. H. CORTÍNEZ and R. E. ROSSI 1998 Revista Internacional de Métodos Numéricos para Cálculo y Diseño en Ingeniería 14, 293-316. Dynamics of shear deformable thin-walled open beams subjected to initial stresses (in Spanish).
9. V. H. CORTÍNEZ, M. T. PIOVAN and R. E. Rossi 1999 Structural Engineering and Mechanics 8, 257-272. Out-of-plane vibrations of thin-walled curved beams considering shear flexibility.
10. V. H. CORTÍNEZ, M. T. PIOVAN and R. E. Rossi 1999 Journal of Sound and Vibration 224, 375-378. Comments on coupled flexural-torsional vibrations of Timoshenko beams.
11. A. N. SHERBOURNE and M. Z. KABIR 1995 Journal of Engineering Mechanics 121, 640-647. Shear strains effects in lateral stability of thin-walled fibrous composite beams.
12. L. A. GODOY, E. J. BARBERO and I. RAFTOYIANNIS 1995 Journal of Composite Materials 29, 591-613.Interactive buckling analysis of fiber-reinforced thin-walled columns.
13. B. OMIDVAR 1996 Journal of Composites for Construction 2, 46-56. Shear coefficient in orthotropic thin-walled composite beams.
14. E. C. SMITH and I. CHOPRA 1991 Journal of the American Helicopter Society 36, 33-35. Formulation and evaluation of an analytical model for composite box-beams.
15. O. SONG and L. LIBRESCU 1993 Journal of Sound and Vibration 167, 129-147. Free vibration of anisotropic composite thin-walled beams of closed cross-section contour.
16. O. SONG and L. LIBRESCU 1997 Journal of the American Helicopter Society 42, 358-369. Structural modeling and free vibration analysis of rotating composite thin-walled beams.
17. O. SONG and L. LIBRESCU 1997 Journal of Sound and Vibration 204, 495-504. Anisotropy and structural coupling on vibration and instability of spinning thin-walled beams.
18. K. BHASKAR and L. LIBRESCU 1995 International Journal of Engineering Sciences 33, 1331-1344. A Geometrically non-linear theory for laminated anisotropic thin-walled beams.
19. X. X. WU and C. T. SUN 1990 American Institute of Aeronautics and Astronautics Journal 29, 736-742. Vibration analysis of laminated composite thin-walled beams using finite elements.
20. K. WASHIZU 1968. Variational Methods in Elasticity and Plasticity. New York: Pergamon Press.
21. S. KRENK and O. GUNNESKOV 1981 International Journal for Numerical Methods in Engineering 17, 1407-1426. Statics of thin-walled pretwisted beams.
22. V. H. CORTÍNEZ, M. T. PIOVAN and R. E. Rossi 1999 Structural Engineering and Mechanics 7, 527-530. A Consistent derivation of the Timoshenko's beam theory.