DESIGN SENSITIVITY ANALYSIS AND OPTIMAL DESIGN OF COMPOSITE STRUCTURES USING HIGHER ORDER DISCRETE MODELS

References

• Lo , K. H. , Christensen , R. M. and Wu , E. M. ( 1977 ). A high-order theory of plate deformation. Part 1 Homogeneous plates , Journal of Applied Mechanics , 663 – 668 .
   Google Scholar
• Lo , K. H. , Christensen , R. M. and Wu , E. M. ( 1977 ), A high-order theory of plate deformation. Part 2 Laminated plates , Journal of Applied Mechanics , 669 – 676 .
   Google Scholar
• Phan , N. D. and Reddy J. N. ( 1985 ) Analysis of lantinated composite plates using a higher-order shear deformation theory . In. Numerical Methods in Engineering ., 21 , 2201 – 2219 .
   Web of Science ®Google Scholar
• Reddy , J. N. ( 1989 ) On refined computational models of composite laminates .In. Numerical Methods in Engineaing ., 21 . 361 – 382 .
   Google Scholar
• Reddy , J. N. ( 1993 ). An evaluation of equivalent single-layer and layerwise theories of composite laminates . Composite Strictures . 25 . 31 – 35 .
   Google Scholar
• Mallikarjuna Kant , T. ( 1993 ). A critical review and SOME results of recently developed refined theories of fiber-reinforced laminated composites and sandwiches . Composite Structures . 25 . 293 – 312 .
   Google Scholar
• Bert , C. W. ( 1984 ). A critical evaluation of new plate theories applied lo laminated composites , composite Structures . 2 , 329 – 347 .
   Web of Science ®Google Scholar
• Mackerle , J. ( 1994 ). Finite element and boundary element library for composites. A bibliography (1991-1993) . Finite elements m anal v sis and disign , 17 . 153 – 165 .
   Google Scholar
• Adelman , H. M. , and Haftka , R. T. ( 1986 ). Sensitivity analysis for discrete structural system , AIAA Journal , 24 ( 5 ). 823 – 832 .
   Web of Science ®Google Scholar
• Haftka , R. T. and Adelman , R. M. ( 1989 ). Recent developments in structural sensitivity analysis . J. Structural Optimization . 1 . 137 – 151 .
   Google Scholar
• Zyczkowski , M. ( 1992 ). Recent advances in optimal structural design of sheik . European Journal of Mechanics. A/Solids , 11 . 5 – 24 .
   Google Scholar
• Abrate , S. ( 1994 ). Optimal design of laminated plates and shells , Composite Structures , 29 , 269 – 286 .
   Web of Science ®Google Scholar
• Vinson , J. R. and sierakowski , R. L. ( 1986 ). The Behavior of Stuctures Composed of Composite Materials . Martinus Nijhoff . Dordrecht , The Netherlands .
   Google Scholar
• Zienkiewicz , O. C. ( 1987 ). The finite element method in engineering seieme , 3rd edition , McGraw-Hill . London .
   Google Scholar
• Lakshminarayana , H. V. and Mnrthy , S. S. ( 1984 ). A shear-flexible triangular finite element model for laminated composite plates , hit. J. Numerical Methods in Engineering , 20 , 591 – 623 .
   Web of Science ®Google Scholar
• Mota Soares , C M. , Franco Correia V. , Mateus H. and Herskovits , J. ( 1995 ). A discrete model for the optimal design of thin composite plate-shell type structures using a two-level approach . Composite Structures , 30 . 147 – 157 .
   Google Scholar
• Batoz , K. L. , Bathe , K..J. and Ho , L. W. ( 1980 ). A study of three node triangular plate bending elements . Int. J. Numerical Methods in Engineering . 1771 – 1812 .
   Google Scholar
• Bathe , K. J. and Ho , L. W. ( 1981 ). A simple and effective element for analysis of general shell structures . Computers and Structures . 13 . 673 – 681 .
   Google Scholar
• Pagano , N. J. and Hatfield , S. J. ( 1972 ). Elastic behavior of multilayered bidirectional composites . AIAA Journal , 10 . 931 – 933 .
   Web of Science ®Google Scholar
• Manjunatha , B. S. , and Kant , T. , ( 1993 ). On evaluation of transverse stresses in layered symmetric composite and sandwich laminates under flexure . Engineering Computations . 10 . 499 – 518 .
   Google Scholar
• Vanderplaats , G. N. ( 1984 ). Numerical optimization techniques for engineering design . McGraw-Hill , New York .
   Google Scholar