Nonlinear transient analysis of FGM and FML plates under blast loads by experimental and mixed FE methods

Composite Structures

Volumn 94, Issue 2, 2012, Pages 731-744

  Aksoylar, Cenk ^a   Ömercikoĝlu, Akin ^b   Mecitoĝlu, Zahit ^c   Omurtag, Mehmet H ^c  

^a United States of America   (United States)

^b TURKISH AIRLINES   (Turkey)

^c ISTANBUL TECHNICAL UNIVERSITY   (Turkey)

Author keywords

Blast load; Fiber metal laminates; Functionally graded plates; Mixed finite element method; Nonlinear transient analysis

Indexed keywords

BLAST LOADS; FIBER METAL LAMINATES; FUNCTIONALLY GRADED PLATES; MIXED FINITE ELEMENT METHODS; NONLINEAR TRANSIENT ANALYSIS;

AERODYNAMIC LOADS; ASPECT RATIO; DAMPING; FINITE ELEMENT METHOD; LAMINATED COMPOSITES; SOFTWARE TESTING; TRANSIENT ANALYSIS;

TIME DOMAIN ANALYSIS;

EID: 84866340127     PISSN: 02638223     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.compstruct.2011.09.008     Document Type: Article

References (44)

1. Asundi A., Choi A.Y.N. Fiber metal laminates: an advanced material for future aircraft. J Mater Process Technol 1997, 63:384-394.
2. Vogelesang L.B., Vlot A. Development of fibre metal laminates for advanced aerospace structures. J Mater Process Technol 2000, 103:1-5.
3. Yamanoushi M, Koizumi M, Hiraii T, Shiota I, editors. Proceedings of the first international symposium on functionally gradient materials, Japan; 1990.
4. Koizumi M. The concept of FGM. Ceram Trans, Funct Grad Mater 1993, 34:3-10.
5. Gupta A.D., Gregory F.H., Bitting R.L., Bhattacharya S. Dynamic analysis of an explosively loaded hinged rectangular plate. Comput Struct 1987, 26:339-344.
6. Houlston R., DesRochers C.G. Nonlinear structural response of ship panels subjected to air blast loading. Comput Struct 1987, 26:1-15.
7. Jacinto A.C., Ambrosini R.D., Danesi R.F. Experimental and computational analysis of plates under air blast loading. Int J Impact Eng 2001, 25:927-947.
8. Librescu L., Nosier A. Response of laminated composite flat panels to sonic boom and explosive blast loadings. AIAA J 1990, 28:345-352.
9. Reddy J.N. Geometrically nonlinear transient analysis of laminated composite plates. AIAA J 1983, 21:621-629.
10. Türkmen H.S., Mecitoĝlu Z. Nonlinear structural response of laminated composite plates subjected to blast loading. AIAA J 1999, 37:1639-1647.
11. Türkmen H.S., Mecitoĝlu Z. Dynamic response of a stiffened laminated composite plate subjected to blast load. J Sound Vib 1999, 221:371-389.
12. Kazanci{dotless} Z., Mecitoĝlu Z. Nonlinear dynamic behavior of simply supported laminated composite plates subjected to blast load. J Sound Vib 2008, 317:883-897.
13. Harras B., Benamar R., White G.R. Experimental and theoretical investigation of the linear and non-linear dynamic behaviour of a glare 3 hybrid composite panel. J Sound Vib 2002, 252:281-315.
14. Khalili S.M.R., Malekzadeh K., Davar A., Mahajan P. Dynamic response of pre-stressed fibre metal laminate (FML) circular cylindrical shells subjected to lateral pressure pulse loads. Compos Struct 2010, 92:1308-1317.
15. Langdon G.S., Cantwell W.J., Nurick G.N. Localized blast loading of fibre-metal laminates with a polyamide matrix. Compos Part B: Eng 2007, 38:902-913.
16. Langdon G.S., Lemanski S.L., Nurick G.N., Simmons M.C., Cantwell W.J., Schleyer G.K. Behaviour of fibre-metal laminates subjected to localized blast loading. Part I - Experimental observations. Int J Impact Eng 2007, 34:1202-1222.
17. Langdon G.S., Nurick G.N., Cantwell W.J. The response of fibre metal laminate panels subjected to uniformly distributed blast loading. Eur J Mech A/Solids 2008, 27:107-115.
18. Lemanski S.L., Nurick G.N., Langdon G.S., Simmons M.C., Cantwell W.J., Schleyer G.K. Behaviour of fibre-metal laminates subjected to localized blast loading: Part II -Quantitative analysis. Int J Impact Eng 2007, 34:1223-1245.
19. Karagiozova D., Langdon G.S., Nurick G.N., Chung Kim Yuen S. Simulation of the response of fibre-metal laminates to localized blast loading. Int J Impact Eng 2010, 37:766-782.
20. Malekzadeh K., Khalili S.M.R., Davar A., Mahajan P. Transient dynamic response of clamped-free hybrid composite circular cylindrical shells. Appl Compos Mater 2010, 17:243-257.
21. Payeganeh G.H., Ashenai Ghasemi F., Malekzadeh K. Dynamic response of fiber-metal laminates (FMLs) subjected to low-velocity impact. Thin-Walled Struct 2010, 48(1):62-70.
22. Praveen G.N., Reddy J.N. Nonlinear transient thermoelastic analysis of functionally graded ceramic-metal plates. Int J Solids Struct 1998, 35:4457-4476.
23. Reddy J.N. Analysis of functionally graded plates. Int J Numer Methods Eng 2000, 47:663-684.
24. Woo J., Meguid S.A. Nonlinear analysis of functionally graded plates and shallow shells. Int J Solids Struct 2001, 38:7409-7421.
25. Yang J., Shen H.S. Nonlinear bending analysis of shear deformable functionally graded plates subjected to thermo-mechanical loads under various boundary conditions. Composites: Part B 2003, 34:103-115.
26. Zhao X., Liew K.M. Geometrically nonlinear analysis of functionally graded plates using the element-free kp Ritz method. Comput Methods Appl Mech Eng 2009, 198:2796-2811.
27. Sundararajan N., Prakash T., Ganapathi M. Nonlinear free flexural vibrations of functionally graded rectangular and skew plates under thermal environments. Finite Elem Anal Des 2005, 42:152-168.
28. Park J.S., Kim J.H. Thermal post buckling and vibration analyses of functionally graded plates. J Sound Vib 2006, 289:77-93.
29. Woo J., Meguid S.A., Ong L.S. Nonlinear free vibration behavior of functionally graded plates. J Sound Vib 2006, 289:595-611.
30. Shen H.S. Thermal postbuckling behavior of shear deformable FGM plates with temperature-dependent properties. Int J Mech Sci 2007, 49:466-478.
31. Parakash T., Singha M.K., Ganapathi M. Thermal postbuckling analysis of FGM skew plates. Eng Struct 2008, 30:22-32.
32. Yang J., Shen H.S. Dynamic response of initially stressed functionally graded rectangular thin plates. Compos Struct 2001, 54:497-508.
33. Shen H.S. Nonlinear bending response of functionally graded plates subjected to transverse loads and in thermal environments. Int J Mech Sci 2002, 44:561-584.
34. Shen H.S., Wang Z.X. Nonlinear bending of FGM plates subjected to combined loading and resting on elastic foundations. Compos Struct 2010, 92:2517-2524.
35. Miyoshi T. A mixed finite element method for the solution of the von Karman equations. Numer Math 1976, 26:255-269.
36. Tsay C.S., Reddy J.N. Stability and vibration of thin rectangular plates by simplified mixed finite elements. J Sound Vib 1977, 55:289-302.
37. Akay H.U. Dynamic large deflection analysis of plates using mixed finite elements. Comput Struct 1980, 11:1-11.
38. Başar Y., Omurtag M.H. Free-vibration analysis of thin/thick laminated structures by layer-wise shell models. Comput Struct 2000, 74:409-427.
39. Doĝruoĝlu A.N., Omurtag M.H. Stability analysis of composite plate foundation interaction by mixed FEM. J Eng Mech ASCE 2000, 126:928-936.
40. özçelikörs Y., Omurtag M.H., Demir H. Analysis of orthotropic plate-foundation interaction by mixed finite element formulation using Gâteaux differential. Comput Struct 1997, 62:93-106.
41. Başar Y., Kratzig W.B. Mechanik der Flächentragwerke 1985, Vieweg, Braunschweig.
42. Ramirez F., Heyliger P.R., Pan E. Static analysis of functionally graded elastic anisotropic plates using a discrete layer approach. Composites: Part B 2006, 37:10-20.
43. Shakeri M., Mirzaeifar R. Static and dynamic analysis of thick functionally graded plates with piezoelectric layers using layerwise finite element model. Mech Adv Mater Struct 2009, 16:561-575.
44. Reddy J.N. Mechanics of laminated composite plates and shells: theory and analyses 2004, CRC Press, p. 617-8. 2nd ed.