Vibration analysis of rotating composite cylindrical shells with orthogonal stiffeners

Computers and Structures

Volumn 69, Issue 2, 1998, Pages 271-281

  Lee, Young Shin ^a   Kim, Young Wann ^b  

^a Chungnam National University   (South Korea)

^b Chonnam National University   (South Korea)

Author keywords

Orthogonal stiffner; Ring; Rotating cylindrical shell; Stringer

Indexed keywords

SHELLS (STRUCTURES); STIFFNESS; STRUCTURAL ANALYSIS; VIBRATIONS (MECHANICAL);

LOVE'S SHELL THEORY; ORTHOGONAL STIFFENERS;

COMPOSITE STRUCTURES;

EID: 0032188557     PISSN: 00457949     EISSN: None     Source Type: Journal    
DOI: 10.1016/S0045-7949(97)00047-3     Document Type: Article

References (14)

1. Egle DM, Sewall JL. An analysis of the free vibration of orthogonally stiffened cylindrical shells with stiffeners treated as discrete elements. AIAA Journal 1968;3:518-26.
2. ESDU, Free vibrations of thin walled orthogonally stiffened circular cylindrical shells, ITEM No.80040, 1982.
3. Mustafa BAJ, Ali R. An energy method for free vibration analysis of stiffened circular cylindrical shells. Computers and Structures 1989;32(2):355-63.
4. Lee YS, Kim DW. A study on the optimization of the stiffened cylindrical shell. Transactions of KSME 1989;13(2):205-12 (in Korean).
5. Reddy JN, Starnes JH, Jr. General buckling of stiffened circular cylindrical shells according to a layerwise theory. Computers and Structures 1993;49(4):605-16.
6. Lee YS and Hur NI. Buckling and vibration analysis of stiffened laminated cylindrical shells with cutouts, Proceedings of the 1993 Autumn KSAS Conference (in Korean), 1993, 437-440.
7. Schokker A, Kasagi A, Sridharan S. Dynamic interactive buckling of ring-stiffened composite shells. AIAA Journal 1995;33(10):1956-62.
8. Goswami S, Muhopadhyay M. Geometrically non-linear transient dynamic response of laminated composite stiffened shells. Journal of Reinforced Plastics and Composites 1995;14:618-40.
9. Macke HJ. Traveling-wave vibration of gas turbine engine shells. Transactions of ASME, Journal of Engineering for Power 1966;88(2):179-87.
10. Kim HS, Lee YH. Vibration analysis of rotating thin shells of revolution by finite element methods. Transactions of the KSME 1985;9(4):487-96.
11. Huang SC, Soedel W. On the forced vibration of simply supported rotating cylindrical shells. Journal of the Acoustic Society of America 1988;84(1):275-85.
12. Igawa H, Saito T, Endo M. Free vibration of rotating anisotropic shells of revolution. JSME Transactions, Series C 1993;59(566):3052-7.
13. Lam KY, Loy CT. Analysis of rotating laminated cylindrical shells by different thin shell theories. Journal of Sound and Vibration 1995;186(1):23-35.
14. Lee YS, Kim YW. Vibration analysis of the rotating hybrid cylindrical shells laminated with metal and composite. Transactions of the KSME (in Korean) 1996;20(A)(3):968-77.