Computational Mechanics of Nonlinear Response of Shells (eBook, PDF)

Redaktion: Krätzig, Wilfried B.; Onate, Eugenio

• Format: PDF

Produktbeschreibung

This book presents a compilation of papers written by leading experts on the nonlinear analysis of shell structures using modern computational techniques. The papers are selected to give a balance between theoretical and computational aspects.

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Produktdetails

• Verlag: Springer Berlin Heidelberg
• Seitenzahl: 405
• Erscheinungstermin: 6. Dezember 2012
• Englisch
• ISBN-13: 9783642840456
• Artikelnr.: 53098263

Autorenporträt

Wilfried B. Krätzig, geboren 1932, erhielt sein Bauingenieurdiplom 1957 an der Universität Hannover. Von 1958 bis 1961 war er in der Industrie tätig. 1965 folgte seine Promotion und 1968 die Habilitation an der TH Hannover. An der University of California in Berkeley war er von 1969 bis 1970 als Gastprofessor tätig. Ab 1970 war er Professor für Statik und Dynamik an der Ruhr-Universität Bochum. Dr.-Ing. E.h. TU Dresden, 1994. Als Beratender Ingenieur und Prüfingenieur für Baustatik wirkte er an vielen Ingenieurbauten des In- und Auslands.

Inhaltsangabe

1: Large Deformation and Large Rotation Theories.- Into Finite-Rotation Shell Theories and Their Operator Formulation.- Formulation and Computational Aspects of a Stress Resultant Geometrically Exact Shell Model.- Elastic-Plastic Analysis of Thin Shells and Folded Plate Structures with Finite Rotations.- On the Optention of the Tangent Matrix for Geometrically Nonlinear Analysis Using Continuum Based Beam/Shell Finite Elements.- 2: Instability and Nonlinear Responses of Shells.- Fundamentals of Numerical Algorithms for Static and Dynamic Instability Phenomena of Thin Shells.- Numerical Aspects of Shell Stability Analysis.- Dynamic Stability Analysis of Shell Structures.- Free Formulation Elements with Drilling Freedoms for Stability Analysis of Shells.- Stability of Dynamically Loaded Structures.- 3: New Finite Element Derivations for Nonlinear Shell Analysis.- Analysis of Finitely-Deformed Shells Using Low-Order Mixed Models.- A New Mixed Finite Element for Analysis of Axisymmetric Inelastic Shells.- An Assumed Strain Mixed Formulation for Nonlinear Shells.- Refined Finite Element Laminated Models for the Static and Dynamic Elasto-Plastic Analysis of Anisotropic Shells.- On the Use of Bubble Modes in Mixed Plate and Shell Finite Elements for Laminated Composites.- 4: Specific Applications of Nonlinear Shell Concepts.- Nonlinear Shell Analysis of the Space Shuttle Solid Rocket Boosters.- Nonlinear Analysis of Aircraft Tires Via Semianalytic Finite Elements.- Finite Element Analysis of Rubber Membranes.- Long-Time Deformations and Creepbuckling of Prestressed Concrete Shells.