Identification of damages in composite multilayered cylindrical panels with delaminations

Composite Structures

Volumn 94, Issue 5, 2012, Pages 1871-1879

  Muc, A ^a   Stawiarski, A ^a  

^a CRACOW UNIVERSITY OF TECHNOLOGY   (Poland)

Author keywords

Composite beams; Composite cylindrical panels; Delaminations; SHM

Indexed keywords

3D FINITE ELEMENT; AXISYMMETRIC; CIRCULAR CROSS-SECTIONS; COMPOSITE BEAM; CYLINDRICAL PANELS; CYLINDRICAL SHELL; DELAMINATED STRUCTURE; DYNAMIC BEHAVIORS; EXPERIMENTAL ANALYSIS; FINITE NUMBER; LAMINATE LAYERS; MULTI-LAYERED; MULTI-LAYERED SHELLS; NUMERICAL RESULTS; PIEZOELECTRIC SENSORS; PZT SENSORS; SHM;

BEHAVIORAL RESEARCH; DAMAGE DETECTION; DYNAMIC RESPONSE; FINITE ELEMENT METHOD; NANOCOMPOSITE FILMS; STRUCTURAL DYNAMICS;

DELAMINATION;

EID: 84858700220     PISSN: 02638223     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.compstruct.2011.11.026     Document Type: Article

References (23)

1. Ramkumar RL, Kulkarni SV, Pipes RB. Free vibration frequencies of a delaminated beam. In: 34th Annual technical conference proceedings. Society of Plastic Industry Inc., Section 22-E; 1979. p. 1-5.
2. Wang J.T.S., Liu Y.Y., Gibby J.A. Vibrations of split beams. J Sound Vib 1982, 84(4):491-502.
3. Mujumdar P.M., Suryanarayan S. Flexural vibration of beams with delaminations. J Sound Vib 1988, 125(3):441-461.
4. Tracy J.J., Pardoen G.C. Effect of delamination on the natural frequencies of composite beams. J Compos Mater 1989, 23(12):1200-1215.
5. Nagesh Babu GL, Hanagud S. Delamination in smart structures-a parametric study on vibrations. In: 31st SDM conference; 1990. p. 2417-26.
6. Sankar B.V. A finite element for modeling delaminations in composite beams. Comput Struct 1991, 28(2):239-246.
7. Shen M.H.H., Grady J.E. Free vibrations of delaminated beams. AIAA J 1992, 30(5):1361-1370.
8. Stamos B, Kostopoulos V, Paipetis SA. Identification of delamination by eigenfrequency degradation-an inverse problem. In: AGARD conference proceedings 530, Debonding/Delamination of Composites; 1992. p. 1-7.
9. Lee S., Park T., Voyiadjis G.Z. Vibration analysis of multi-delaminated beams. Vomposites: Part B 2003, 34:647-659.
10. Chen H.P. Free vibration of prebuckled and postbuckled plate with delamination. Compos Sci Technol 1994, 51(3):457-462.
11. Chen H.P., Tracy J.J., Nonato R. Vibration analysis of delaminated composite laminates in prebuckled states based on a new constrained model. J Compos Mater 1995, 29(2):229-256.
12. Patha D., Shigha M.K. Dynamic stability analysis of composite skew plates subjected to periodic in-plane load. Thin-walled Struct 2006, 44:937-942.
13. Radu A.G., Chattopadhyay A. Dynamic stability analysis of composite plates including delaminations using a higher order theory and transformation matrix approach. Int J Solids Struct 2002, 39:1949-1965.
14. Sallam S., Simitses G.J. Delamination buckling of cylindrical shells under axial compression. Compos Struct 1987, 7:83-101.
15. Yang J., Fu Y. Analysis of dynamic stability for composite laminated cylindrical shells with delaminations. Compos Struct 2007, 78:309-315.
16. Muc A, Stawiarski A. Wave propagation in composite multilayered structures with delaminations. J Compos Mech 2011, in press.
17. Muc A. Interlaminar failure and buckling of doubly-curved laminated composite shells. J Compos Mech 1995, 47(4):238-246.
18. Park T., Lee Y. Parametric instability of delaminated composite spherical shells subjected to in-plane pulsating forces. Compos Struct 2009, 91:196-204.
19. Zhu F., Fu Y. Analysis of nonlinear dynamic response and delamination fatigue growth for delaminated piezoelectric laminated beam-plates. Int J Fatigue 2008, 30:822-833.
20. Luo H., Hanagud S. Dynamics of delaminated beams. Int J Solids Struct 2000, 37:1501-1519.
21. Andrews M.G., Massabo R., Cavicchi A., Cox B.N. Dynamic interaction effects of multiple delaminations in plates subject to cylindrical bending. Int J Solids Struct 2009, 46:1815-1833.
22. Yang J., Chen D., Fu Y. Calculation of energy release rate in composite delaminated cylindrical shells under circumferential concentrated dynamic load. Int J Solids Struct 2008, 45:513-527.
23. Muc A. Theoretical and numerical aspects of contact problems for shells. ZAMP Zeitschrift fur angewandte Mathematik und Physik 1984, 35:890-905.