## Computational Structures Technology"Lectures presented at the Sixth International Conference on Computational Structures Technology, held in Prague, Czech Republic, in September 2002, are included in this book. Contributors include K. J. Bathe, Z. Bittnar, M. A. Bradford, B. Brank, C. Cinquini, D. Gawin, J. F. Hiller, A. Ibrahimbegovic, L. Jendele, M. Jirßsek, A. Kaveh, J. Korelc, W. B. KrStzig, T. Krejcf, J. Kruis, C. E. Majorana, C. A. Mota Soares, C. M. Mota Soares, G. Muscolino, T. Nouri-Baranger, D. Novßk, B. Patzßk, F. Pesavento, Y. S. Petryna, Y. L. Pi, M. A. Ramos Loja, B. A. Schrefler, J. Sejnoha, F. Stangenberg, M. Touratier, P. Venini, H. Zhang, and A. Zingoni. Topics include fluid-structure and fluid-solid interaction, linear and nonlinear finite element techniques, materials and fracture mechanics modeling, damage mechanics, analysis and design of composites and laminates, dynamic analysis, new techniques for structural mechanics, damage assessment techniques, and optimization in structural analysis and |

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### Contents

Nonlinear Shell Problem Formulation accounting for Throughthe | 33 |

Concrete Structures Subject to High Temperature | 63 |

Stochastic Modelling of Failure and Size Effect of Concrete Structures | 93 |

Copyright | |

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algorithm analysis applied approach ATENA B-spline balance equation basis Bazant beam behaviour bending bifurcation Bittnar boundary conditions coefficients component mode Computers and Structures concrete structures configuration considered coordinate corresponding crack creep curved cycle damage model defined deformation deformation theory denotes developed discretization displacement field dynamic effect eigenvalue elastic Engineering equilibrium evaluated finite element analysis finite element method formulation fracture mechanics frontal solver functions graph group theory interface boundary internal interpolation isotropic iterative Journal Kaveh laminated layer linear load mass material membrane mesh mode shapes modulus moisture nodal nodes nonlinear nonlocal normal modes numerical obtained optimal optimisation parameters phase piezoelectric plate polynomial porous pressure problem random variables shell model shell theory shown in Figure simulated annealing simulation solution static statistical stiffness matrix strain subspace substructure symmetry symmetry group techniques temperature tensile tensor thickness Touratier transverse shear vector vibration Weibull