Closed-form thermo-mechanical solutions of higher-order theories of cross-ply laminated shallow shells

Composite Structures

Volumn 59, Issue 3, 2003, Pages 313-340

  Khare, Rakesh Kumar ^a   Kant, Tarun ^b   Garg, Ajay Kumar ^a  

^a SHRI G S INSTITUTE OF TECHNOLOGY AND SCIENCE   (India)

^b INDIAN INSTITUTE OF TECHNOLOGY BOMBAY   (India)

Author keywords

Closed form solutions; Cross ply laminates; Higher order theory; Shear deformation; Thermo mechanical

Indexed keywords

BENCHMARKING; ELASTICITY; LAMINATED COMPOSITES; SANDWICH STRUCTURES; SHEAR DEFORMATION; STRESS ANALYSIS; THERMOMECHANICAL TREATMENT; LAMINATES; PLYWOOD; SHEAR STRESS;

CLOSED-FORM SOLUTIONS; CROSS-PLY LAMINATES; HIGHER ORDER THEORY; THERMO-MECHANICAL; LAMINATED SHALLOW SHELLS;

SHELLS (STRUCTURES);

COMPOSITE; DEFORMATION; LAMINATE; THERMAL PROPERTY;

EID: 0036488120     PISSN: 02638223     EISSN: None     Source Type: Journal    
DOI: 10.1016/S0263-8223(02)00245-3     Document Type: Article

References (28)

1. Kant T, Khare RK. Finite element thermal stress analysis of composite laminates using a higher-order theory. J Therm Stresses 1994; 17:229-55.
2. Khdeir AA, Reddy JN. Thermal stresses and deflections of cross-ply laminated plates using refined plate theories. J Therm Stresses 1991;14:419-38.
3. Khdeir AA, Rajab MD, Reddy JN. Thermal effects on the response of cross-ply laminated shallow shells. Int J Solids Struct 1992;5:653-67.
4. Pao YC. On higher-order theory for thermoelastic analysis of heterogeneous orthotropic cylindrical shells. In Proceedings of Southern Conference on Theoretical and Applied Mechanics, 6th Tampa, Fla., March 23, 24 (1972): Univ. of South Florida, 1972. p. 787-806.
5. Flügge W. Stresses in shells. New York: Springer-verlag; 1967.
6. Kant T. Thermal stresses in non-homogeneous shells of revolution: Theory and analysis. Tech. Rep. IIT-B/CE-79-2: Indian Institute of Technology: Bombay: Dept. of Civil Engineering; 1979.
7. Kant T. Thermoelasticity of thick, laminated orthotropic shells. In Transactions of the International Conference on Structural Mechanics in Reactor Technology: Vol. M: Methods for structural analysis: Amsterdam, Neth.: North Holland 1981.
8. Kant T, Patil S. Numerical results-analysis of pressures vessels using various shell theories. In Tech. Rep. Numerical analysis of pressure vessels using various shell theories: Indian Institute of Technology: Bombay: Dept. of Civil Engineering; 1979. p. 149-331.
9. Kant T. Numerical analysis of pressure vessels using various shell theories. Tech. Rep. IIT-B/CE-79-1: Indian Institute of Technology: Bombay: Dept. of Civil Engineering; 1979.
10. Morton SK, Webber JOH. Interlaminar failure due to mechanical and thermal stresses at the free edges of laminated plates. Compos Sci Technol 1993;47:1-13.
11. Jonnalagadda KD, Tauchert TR, Blandford GE. High-order thermoelastic composite plate theories: Analytic comparison. J Therm Stresses 1993;16:265-84.
12. He J-F. Thermoelastic analysis of laminated plates including transverse shear deformation effects. Compos Struct 1995:30:51-9.
13. Locke JE. Thermal-mechanical stress analysis of inhomogeneous antisymmetric cross-ply laminates. Comput Struct 1997;62(1):25-34.
14. Dano M-L, Hyer MW. Thermally-induced deformation behavior of unsymmetric laminates. Int J Solids Struct 1998;35(17):2101-20.
15. Ali JSM, Bhasker K, Varadan TK. A new theory for accurate thermal/mechanical flexural analysis of symmetric laminated plates. Compos Struct 1999;45:227-32.
16. Wang J, Karihaloo BL. Optimum in situ strength design of laminates under combined mechanical and thermal loads. Compos Struct 1999:47:635-41.
17. Verijenko VE, Tauchert TR, Shaikh C, Tabakov PY. Refined theory of laminated anisotropic shells for the solution of thermal stress problems. J Therm Stresses 1999;22:75-100.
18. Carrera E. An assessment of mixed and classical theories for the thermal stress analysis of orthotropic multilayered plates. J Therm Stresses 2000;23:797-831.
19. Zenkour AM, Fares ME. Thermal bending analysis of composite laminated cylindrical shells using a refined first-order theory. J Therm Stresses 2000;23:505-26.
20. Rohwer K, Rolfes R, Sparr H. Higher-order theories for thermal stresses in layered plates. Int J Solids Struct 2001;38:3673-87.
21. Patel BP, Ganapati M, Makhecha DP. Hygrothermal effects on the structural behaviour of thick composite laminates using higher-order theory. Compos Struct 2002;56:25-34.
22. Sanders JL. Jr., An improved first approximation theory for thin shells. NASA Technical Report R-24, 1959.
23. Cook RD. Concepts and applications of finite element analysis. New York: John Wiley and Sons; 1989.
24. Bhimaraddi A. Three-dimensional elasticity solution for static response of orthotropic doubly curved shallow shells on rectangular planform. Compos Struct 1993;24:67-77.
25. Pagano NJ. Exact solutions for rectangular composite and sandwich plates. J Compos Mater 1970;4:20-34.
26. Reddy TS. Three dimensional elastostatic analysis of fibre reinforced composite laminated shells. M Tech Dissertation, Department of Civil Engineering, Indian Institute of Technology Bombay, India, 1992.
27. Menon MP. Refined theories and finite element evaluations for multilayered composite shells. PhD Thesis, Department of Civil Engineering, Indian Institute of Technology Bombay, India, 1991.
28. Ren JG. Analysis of simply supported laminated circular cylindrical shells. Compos Struct 1989;11:277-92.