A generalized Vlasov theory for composite beams

Thin-Walled Structures

Volumn 43, Issue 9, 2005, Pages 1493-1511

  Yu, Wenbin ^a   Hodges, Dewey H ^b   Volovoi, Vitali V ^b   Fuchs, Eduardo D ^b  

^a Utah State University   (United States)

^b Georgia Institute of Technology   (United States)

Author keywords

Asymptotic method; Composite beams; Thin walled; VABS; Vlasov

Indexed keywords

ASYMPTOTIC STABILITY; ELASTICITY; FINITE ELEMENT METHOD; GEOMETRY; ONE DIMENSIONAL; THREE DIMENSIONAL; VARIATIONAL TECHNIQUES;

ASYMPTOTIC METHODS; COMPOSITE BEAMS; THIN-WALLED; VABS; VLASOV;

COMPOSITE BEAMS AND GIRDERS;

EID: 23944445538     PISSN: 02638231     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.tws.2005.02.003     Document Type: Article

References (21)

1. L.W. Rehfield, A.R. Atilgan, and D.H. Hodges Nonclassical behavior of thin-walled composite beams with closed cross sections J Am Helicopter Soc 35 2 1990 42 50
2. V.Z. Vlasov Thin-walled elastic beams 1961 National Science Foundation and Department of Commerce
3. A. Gjelsvik Theory of thin-walled bars 1981 John Wiley New York
4. T.H.G. Megson Aircraft structures for engineering students 2nd ed 1990 Halstead Press New York
5. M. Kazic, and S.B. Dong Analysis of restrained torsion J Eng Mech 116 4 1990 870 891
6. V.V. Volovoi, D.H. Hodges, V.L. Berdichevsky, and V.G. Sutyrin Asymptotic theory for static behavior of elastic anisotropic I-beams Int J Solids Struct 36 7 1999 1017 1043
7. N.R. Bauld Jr, and L.-S. Tzeng A Vlasov theory for fiber-reinforced beams with thin-walled open cross sections Int J Solids Struct 3 1984 277 297
8. R. Chandra, and I. Chopra Experimental and theoretical analysis of composite I-beams with elastic coupling AIAA J 29 12 1991 2197 2206
9. X.-X. Wu, and C.T. Sun Simplified theory for composite thin-walled beams AIAA J 30 12 1992 2945 2951
10. S.N. Jung, V.T. Nagaraj, and I. Chopra Refined structural model for thin- and thick-walled composite rotor blades AIAA J 40 1 2002 105 116
11. E. Reissner, and W.T. Tsai Pure bending, stretching, and twisting of anisotropic cylindrical shells J Appl Mech 39 1 1972 148 154
12. E.R. Johnson, V.V. Vasiliev, and D.V. Vasiliev Anistotropic thin-walled beams with closed cross-sectional contours AIAA J 39 12 2001 2389 2393
13. V.L. Berdichevsky Variational-asymptotic method of constructing a theory of shells PMM 43 4 1979 684 687
14. th structures, structural dynamics and materials conference, La Jolla, California, Part 5, Reston, Virginia, April 19, 22, 1993; AIAA, pp. 2761-770.
15. V.V. Volovoi, and D.H. Hodges Theory of anisotropic thin walled beams J Appl Mech 67 3 2000 453 459
16. C.E.S. Cesnik, D.H. Hodges, and A. VABS: New concept for composite rotor blade cross-sectional modeling J Am Helicopter Soc 42 1 1997 27 38
17. W. Yu, D.H. Hodges, V.V. Volovoi, and C.E.S. Cesnik On Timoshenko-like modeling of initially curved and twisted composite beams Int J Solids Struct 39 19 2002 5101 5121
18. Yu W, Hodges DH. Generalized Timoshenko theory of the variational asymptotic beam sectional analysis, J Am Helicopter Soc; 2005;50(1):46-55.
19. D.H. Hodges, and D.A. Peters Lateral-torsional buckling of cantilevered elastically coupled strip- and I-beams Int J Solids Struct 38 9 2001 1585 1603
20. W. Yu, V.V. Volovoi, D.H. Hodges, and X. Hong Validation of the variational asymptotic beam sectional (VABS) analysis AIAA J 40 10 2002 2105 2112
21. V.V. Volovoi, D.H. Hodges, V.L. Berdichevsky, and V.G. Sutyrin Dynamic dispersion curves for non-homogeneous, anisotropic beams with cross sections of arbitrary geometry J Sound Vibr 215 5 1998 1101 1120