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Hyperelasticity Primer [electronic resource] / by Robert M. Hackett.

By: Hackett, Robert M [author.].
Contributor(s): SpringerLink (Online service).
Material type: materialTypeLabelBookPublisher: Cham : Springer International Publishing : Imprint: Springer, 2018Edition: 2nd ed. 2018.Description: XIX, 186 p. 5 illus., 4 illus. in color. online resource.Content type: text Media type: computer Carrier type: online resourceISBN: 9783319732015.Subject(s): Mechanics, Applied | Solids | Materials—Analysis | Mechanics | Solid Mechanics | Characterization and Analytical Technique | Classical MechanicsAdditional physical formats: Printed edition:: No title; Printed edition:: No title; Printed edition:: No titleDDC classification: 620.105 Online resources: Click here to access online
Contents:
Finite Elasticity -- Strain Measures -- Polar Decomposition -- Strain-Energy Function -- Stress Measures -- Tangent Moduli -- Conjugate Pairs -- Incrementation (Parts I -- II -- III and IV) -- Objectivity -- Finite Viscoelasticity -- Finite Element Implementation -- How to Obtain Model Parameters from Test Data,- Appendices.
In: Springer Nature eBookSummary: This book introduces the subject of hyperelasticity in a concise manner mainly directed to students of solid mechanics who have a familiarity with continuum mechanics.  It focuses on important introductory topics in the field of nonlinear material behavior and presents a number of example problems and solutions to greatly aid the student in mastering the difficulty of the subject and gaining necessary insight.  Professor Hackett delineates the concepts and applications of hyperelasticity in such a way that a new student of the subject can absorb the intricate details without having to wade through excessively complicated formulations.  The book further presents significant review material on intricately related subjects such as tensor calculus and introduces some new formulations. Introduces hyperelasticity in a concise, straightforward manner using practical examples; Reinforces understanding with a significant number of example problems/solutions to demonstrate application of the presented formulations; Defines material models for rubber, polymers, foams and soft tissue; Emphasizes incremental formulations and solutions; Presents material related to finite element implementation and incremental finite viscoelasticity; Explains methodology of obtaining model parameters from test data.
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Finite Elasticity -- Strain Measures -- Polar Decomposition -- Strain-Energy Function -- Stress Measures -- Tangent Moduli -- Conjugate Pairs -- Incrementation (Parts I -- II -- III and IV) -- Objectivity -- Finite Viscoelasticity -- Finite Element Implementation -- How to Obtain Model Parameters from Test Data,- Appendices.

This book introduces the subject of hyperelasticity in a concise manner mainly directed to students of solid mechanics who have a familiarity with continuum mechanics.  It focuses on important introductory topics in the field of nonlinear material behavior and presents a number of example problems and solutions to greatly aid the student in mastering the difficulty of the subject and gaining necessary insight.  Professor Hackett delineates the concepts and applications of hyperelasticity in such a way that a new student of the subject can absorb the intricate details without having to wade through excessively complicated formulations.  The book further presents significant review material on intricately related subjects such as tensor calculus and introduces some new formulations. Introduces hyperelasticity in a concise, straightforward manner using practical examples; Reinforces understanding with a significant number of example problems/solutions to demonstrate application of the presented formulations; Defines material models for rubber, polymers, foams and soft tissue; Emphasizes incremental formulations and solutions; Presents material related to finite element implementation and incremental finite viscoelasticity; Explains methodology of obtaining model parameters from test data.

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