Titlebook: Nonlinear Problems of Elasticity; Stuart S. Antman Book 19951st edition Springer Science+Business Media New York 1995 Extension.angular mo

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Stuart S. Antmanmeated the institutions of higher education almost everywhere. Taking this as its context, this volume is founded on a comprehensive international comparative analysis of the evolving role of middle-level academic managers—deans, heads of department and their equivalents. The chapters address key qu

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Springer Science+Business Media New York 1995

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Background,Mathematical statements such as formulas, theorems, figures, and exercises are numbered consecutively in each section. Thus formula (III.4.11) and Theorem III.4.12 are the eleventh and twelfth numbered statements in Sec. 4 of Chap. III. Within Chap. III, these statements are designated simply by (4.11) and Theorem 4.12.

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Spatial Problems for Cosserat Rods,In this chapter we study spatial deformations for nonlinearly elastic rods. We collect here the governing partial differential equations for transversely isotropic rods from the preceding chapter. Equations (VIII.2.3) and (VIII.2.4) yield

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Tensors,We now give a deeper treatment of the material introduced in Secs. I.4 and IV.1. Much of our exposition consists of assertions of standard results, the proofs of which are given in the references cited at the end of Sec. 2.

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Appendix. Topics in Linear Analysis,A Banach space is a vector space with very attractive convergence properties. For our purposes, the most important Banach spaces are spaces of functions. Formally, a . is a complete, normed, vector space. Let us now define each of these terms. By a . we mean a real or complex number.

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