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Springer Tensegrity Structures: Form, Stability, and Symmetry

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Description

Explore the fundamental properties of tensegrity structures with this specialized academic text from Springer. As part of the Mathematics for Industry series, this volume provides a deep look into the mechanics of these unique systems. It stands out as the first work to analytically study self-equilibrium and super-stability by applying symmetry group representation theory. Designed to help researchers and students master complex design challenges, the book concentrates on two main areas: investigating stability and analyzing self-equilibrium. By utilizing high symmetry properties, the text offers a mathematical framework for understanding how these structures maintain their form. This resource is an essential addition for those studying architecture, design, and the mathematical principles behind structural stability.

Key Features

Analyzes self-equilibrium and super-stability through advanced mathematical tools.

Utilizes symmetry group representation theory to study structural properties.

Focuses on solving two key design problems: stability investigation and self-equilibrium analysis.

Provides an in-depth look at how high symmetry properties affect structure design.

Part of the Mathematics for Industry series (Volume 6) for professional academic use.

Product Specifications

Format
paperback
Domain
Amazon UK
Release Date
09 October 2016
Listed Since
29 September 2016

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No barcode data available

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