| Document Type
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BL
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| Record Number
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642037
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| Doc. No
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dltt
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| Main Entry
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Barber, J. R., (James R.)
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| Title & Author
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Elasticity /\ by J.R. Barber.
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| Edition Statement
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2nd ed.
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| Publication Statement
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Dordrecht ;Boston :: Kluwer Academic Publishers,, c2002.
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| Series Statement
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Solid mechanics and its applications ;; v. 107
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| Page. NO
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xix, 410 p. :: ill. ;; 25 cm.
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| ISBN
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140200964X (acid-free paper)
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: 9781402009648 (acid-free paper)
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: 1402009666 (pbk.)
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: 9781402009662 (pbk.)
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| Bibliographies/Indexes
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Includes bibliographical references and index.
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| Contents
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Notation for stress and displacement -- Strains and their relation to displacements -- Stress-strain relations -- Equilibrium and Compatibility -- Equilibrium equations -- Compatibility equations -- Equilibrium equations for displacements -- Two-Dimensional Problems -- Plane Strain and Plane Stress -- Plane strain -- Plane stress -- Stress Function Formulation -- The concept of a scalar stress function -- Choice of a suitable form -- The Airy stress function -- The governing equation -- Problems in Rectangular Coordinates -- Biharmonic polynomial functions -- Rectangular beam problems -- Series and transform solutions -- End Effects -- Decaying solutions -- The corrective solution -- Other Saint-Venant problems -- Body Forces -- Stress function formulation -- Particular cases -- Solution for the stress function -- Rotational acceleration -- Problems in Polar Coordinates -- Expressions for stress components -- Strain components -- Fourier series expansion -- The Michell solution -- Calculation of Displacements -- The cantilever with an end load -- The circular hole -- Displacements for the Michell solution -- Curved Beam Problems -- Loading at the ends -- Eigenvalues and eigenfunctions -- The inhomogeneous problem -- Wedge Problems -- Power law tractions -- Williams' asymptotic method -- General loading of the faces -- Plane Contact Problems -- Self-similarity -- The Flamant Solution -- The half-plane -- Distributed normal tractions -- Frictionless contact problems -- Problems with two deformable bodies.
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| Subject
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Elasticity.
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| LC Classification
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QA931.B23 2002
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