A Primer in Elasticity

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Birefringence and segmental orientation Neutron scattering from networks Liquid crystalline elastomers Bioelastomers Filled elastomers Current problems and new directions Appendixes: A. Equations of state for miscellaneous deformations from the Constrained-Junction Theory D.

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Thermodynamics of the relationship of stress to temperature E. Questions and answers F. James E. He has been a Visiting Professor at several institutions as well as having extensive research and consulting experience in industry. His current research interests pertain to the physical chemistry of polymers, including the elasticity of polymer networks, hybrid organic-inorganic composites, liquid-crystalline polymers, and a variety of computer simulations. His research interests are focused on rubber elasticity; polymer and protein physics and engineering, both experiment and theory, including computer simulations.

He is founder and member of the Turkish Academy of Sciences. This title is available for institutional purchase via Cambridge Core Cambridge Core offers access to academic eBooks from our world-renowned publishing programme. MRS Bulletin is one of the most widely recognized and highly respected publications in advanced materials research. MRS Communications is an archival journal that publishes high-impact materials research with timeliness and….

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The Journal of Mechanics publishes original research in all fields of theoretical and applied mechanics. The Journal…. This scholarly journal, published twice monthly under the direction of a renowned editorial board, contains archival….

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Add to cart Add to wishlist Other available formats: eBook Looking for an examination copy? The fundamentals have been revised and expanded, and novel uses of elastomers are covered, including liquid crystalline elastomers, bioelastomers, and filled elastomers Includes questions and answers to assess the reader's grasp of the topics Provides a list of experiments and demonstrations so the reader can put the theory into practice. Log in to review. How do you rate this item? Reviews must contain at least 12 words about the product.

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Table of Contents Part A. Related Books Physical Properties of Polymers.


A primer in elasticity - CERN Document Server

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Polymers at Surfaces and Interfaces. Journal of Mechanics The Journal of Mechanics publishes original research in all fields of theoretical and applied mechanics. Journal of Materials Research This scholarly journal, published twice monthly under the direction of a renowned editorial board, contains archival…. Folland , Real analysis , Modern techniques and their applications. Cosserat continuum. Jeong and P.

Neff , Existence, uniqueness and stability in linear Cosserat elasticity for weakest curvature conditions. Solids DOI: Mariano and G.

chapter and author info

Modica , Ground states in complex bodies. Numdam Zbl Meyers , Quasi-convexity and lower semi-continuity of multiple variational integrals of any order. Neff , On Korn's first inequality with nonconstant coefficients. A Neff , Existence of minimizers for a geometrically exact Cosserat solid. Neff , A geometrically exact Cosserat-shell model including size effects, avoiding degeneracy in the thin shell limit , Part I: Formal dimensional reduction for elastic plates and existence of minimizers for positive Cosserat couple modulus.

Thermodynamics 16 Neff , The Cosserat couple modulus for continuous solids is zero viz the linearized Cauchy-stress tensor is symmetric. Neff , Existence of minimizers for a finite-strain micromorphic elastic solid. Neff , A finite-strain elastic-plastic Cosserat theory for polycrystals with grain rotations.

Neff , A geometrically exact planar Cosserat shell-model with microstructure. Existence of minimizers for zero Cosserat couple modulus. Neff and K. Chelminski , A geometrically exact Cosserat shell-model for defective elastic crystals 9 Neff and S. Forest , A geometrically exact micromorphic model for elastic metallic foams accounting for affine microstructure. Modelling, existence of minimizers, identification of moduli and computational results. Elasticity 87 Neff and I.

Nowacki , Theory of asymmetric elasticity. Oxford, Pergamon