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New Advances in Computational Structural Mechanics: Conference Proceedings [Kõva köide]

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  • Formaat: Hardback, 498 pages, kõrgus: 230 mm
  • Sari: Studies in Applied Mechanics v. 32
  • Ilmumisaeg: 30-Apr-1992
  • Kirjastus: Elsevier Science Ltd
  • ISBN-10: 0444890572
  • ISBN-13: 9780444890573
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New Advances in Computational Structural Mechanics: Conference Proceedings
  • Formaat: Hardback, 498 pages, kõrgus: 230 mm
  • Sari: Studies in Applied Mechanics v. 32
  • Ilmumisaeg: 30-Apr-1992
  • Kirjastus: Elsevier Science Ltd
  • ISBN-10: 0444890572
  • ISBN-13: 9780444890573
Teised raamatud teemal:
The area of Structural Computation is, and will be for some time to come, characterized by rapid development, notably because it will continue to make use of the considerable advances in computer hardware and software. Composite materials are also a contributory factor in this development, since they call into question much received wisdom based on homogeneous isotropic structures, and present new problems such as coupled delamination and buckling for example. The present book covers the most significant advances in recent years in Modeling and Structural computation. The 35 papers provide a wealth of information for all those interested in the transition from research findings to industrial applications.
1. Strategy in Non-Linear Mechanics. New advances in the large time
increment method (P. Ladeveze). A finite interval approach to evolutive
elastic-plastic analysis (C. Polizzotto et al.). On Finite Element
elastoplastic analysis based on generalized variables (C. Comi et al.). An
integration scheme for Prandtl-Reuss elastoplastic constitutive equations (P.
Gratacos et al.). On formulations of path-followings techniques for
structural stability analysis (E. Riks). Nonlocal continuum damage and
adapted solution strategies in computational failure mechanics (G.
Pijaudier-Cabot et al.). Non-linear dynamic analysis of 2D or 3D
metal-forming processes by finite element (S. Cescotto, Y. Zhu). Static
stability of elastic structures (B. Kroplin, D. Dinkler). An
asymptotic-numeral method to compute bifurcating branches (L. Azrar et al.).
A parallel methodology for the resolution of finite element systems (M.
Geradin, D. Coulon). Diffuse approximation and diffuse elements (B. Nayroles
et al.).
2. Computational Control and Adaptative Refinements. Automatic
adaptative analysis. The new look of finite elements (O.C. Zienkiewicz, J.Z.
Zhu). Influence of element distortions on the reliability of some
a-posteriori error estimators (P. Beckers, H.G. Zhong). Study of two
alternative p-element formulations (J. Jirousek et al.). Some new
applications of a method for the control and optimization of Finite Element
computations (P. Coorevits et al.). 2D-Finite-Element mesh adaptations in
structural mechanics, including shell analysis and non-linear calculations
(W. Rust, E. Stein). A local strategy for mesh refinement and adaptative
control (W. Redanz, W. Wunderlich).
3. Beam, Plate and Shell Modeling. Some
recent developments with shell and stability analysis (M.A. Crisfield et
al.). A study of recent triangular elements for thin and thick plates (R.
Ayad et al.). Derivation of plate elements based on assumed shear strain
fields (E. Onate, J. Castro). A hybrid mongrel singular element for the
analysis of cracked composite materials (C.H. Kang, G. de Saxce). A new class
of three modes and four nodes shell elements for the finite inelastic strain
analysis. Application in sheet metal forming (P. Boisse et al.).
4. Dynamics
and Fluid-Structure Interaction. Elasto-acoustic damped vibrations finite
element and modal reduction methods (V. Kehr-Candille, R. Ohayon). Finite
element models for transient dynamic fluid-structure interaction (J. Donea et
al.). A modal hybridization method for the reduction of dynamic models in the
medium frequency range (H.J.P. Morand). Non-linear substructuring based on
normal form theory (L. Jezequel, C.H. Lamarque).
5. Damage and Computation.
Damage and fracture material models for the numerical simulation of
structural failure (A. de Rouvray, E. Haug). Simulation of free edge
delamination via Finite Element techniques (J.C.J. Schallekens, R. De Borst).
Damage analysis of delamination around a hole (O.