Identification of mechanical properties in laminated composite plates using genetic algorithm

Iranian Polymer Journal (English Edition)

Volumn 14, Issue 1, 2005, Pages 39-46

  Garshasbinia, Neda ^a   Jam, Jafar Eskandari ^b  

^a IRAN POLYMER AND PETROCHEMICAL INSTITUTE   (Iran)

^b ISLAMIC AZAD UNIVERSITY   (Iran)

Author keywords

Composite materials; Finite element method; Genetic algorithm; Material properties; Optimization technique

Indexed keywords

BOUNDARY CONDITIONS; COMPOSITE STRUCTURES; DATABASE SYSTEMS; ELASTICITY; FINITE ELEMENT METHOD; GENETIC ALGORITHMS; LAMINATED COMPOSITES; NATURAL FREQUENCIES; NONDESTRUCTIVE EXAMINATION; OPTIMIZATION; RELIABILITY; SENSITIVITY ANALYSIS;

ANISOTROPIC PLATES; ELASTIC PARAMETERS; ELASTIC PROPERTIES; LAMINATED COMPOSITE PLATES;

PLATES (STRUCTURAL COMPONENTS);

EID: 14844362543     PISSN: 10261265     EISSN: None     Source Type: Journal    
DOI: None     Document Type: Article

References (16)

1. DeWilde W.P., Narmon, Sol H. and Roovers M., Determination of the material constants of an anisotropic lamina by free vibration analysis, Proc. Modal Analysis Conf., Orlando, 44-49 (1984).
2. DeWilde W.P., Sol H. and Van Overmeire M., Coupling of lagrange interpolation, modal analysis and sensitivity analysis in the determination of anisotropic plate rigidities, Proc. Modal Analysis Conf., Los Angeles, California, 1058-1063 (1986).
3. DeWilde W.P. and Sol H., Anisotropic material identification using measured resonant frequencies of rectangular composite plates. In: Composite Structures 4, Marshall I.H., (Ed.), Elsevier, London, 2, 317-324 (1987).
4. Sol H. and Wilde De W.P., Identification of elastic properties of composite materials using resonant frequencies, CAD in Composite Material Technology, Spring Verlag, 273-280 (1989).
5. Sol H., Identification of the complex moduli of composite materials by a mixed numerical/experimental method. In: Composite Materials Design and Analysis, Springer-Verlag, Berlin, 267-279 (1990).
6. Wilde W.P., Identification of the rigidities of composite systems by mixed numerical experimental methods. In: Mechanical Identification of Composites, Elsevier Applied Science, London, 1-15 (1991).
7. Pedersen P., Mota Soares C.M., Moreira De Freitas and Araujo A.L. Identification of material properties of composite plate specimens. In: Composite Structures, 25, 277-285 (1993).
8. Lai T.C. and Ip K.H. in Parameter estimation of orthotropic plates by Bayesian sensitivity analysis, in Composite Structures, 34, 29-42 (1996).
9. Araujo A.L., Mota Soares C.M. and Moreira de Freitas M.J., Characterization of material parameters of composite plate specimens using optimization and experimental vibrational data, Composites: Part B, 27B, 185-191 (1996).
10. Cunha J. and Cogan S., and Berthod, C., Application of genetic algorithms for the identification of elastic constants of composite materials from dynamic tests, Int. J. Num. Meth. in Engineering, 45, 891-900 (1999).
11. Silva M.F.T. and de Carvalho L.A.V., Genetic algorithms for identification of elastic constants of composite materials, 4th Int. Conf. on Inverse Prob. in Eng., Rio de Janeiro, Brazil, 1 st manus., (2002).
12. Jones R.M., Mechanics of Composite Materials, Taylor and Francis, Inc, 301-330 (1999).
13. Holland J. H., Adaptation in natural and artificial systems, University of Michigan, Ann Arbor (1975).
14. Sol Hugo, Identification of anisotropic plate rigidities using free vibration data, Ph.D Thesis, Vrije University, Brussel (1986).
15. Ashton J.E. and Whitney J.M., Theory of laminated plates, Technomic Publication Co. Inc., Stanford, 137-140 (1970).
16. Frederiksen P.S., Identification of material parameters in anisotropic plates, combined numerical and experimental method, Ph.D Thesis, Department of Solid Mechanics, The Technical University of Denmark (1992).