Y. M. Haddad

Mechanical Behaviour of Engineering Materials

Volume 1: Static and Quasi-Static Loading

• Broschiertes Buch

Produktbeschreibung

I wish to express my full indebtedness to all researchers in the field. Without their outstanding contribution to knowledge, this book would not have been written. The author wishes to express his sincere thanks and gratitude to Professors M. F. Ashby (University of Cambridge), D. R. Axelrad (McGill University), N. D. Cristescu (University of Florida), N. Davids (The Pennsylvania State University), H. F. Frost (Dartmouth College), A. W. Hendry (University of Edinburgh), F. A. Leckie (University of California, Santa Barbara), A. K. Mukherjee (University of California, Davis), T. Nojima (Kyoto University), 1. T. Pindera (University of Waterloo), 1. W Provan (University of Victoria), K. Tanaka (Kyoto University), Y. Tomita (Kobe University) and G. A. Webster (Imperial College), and to Dr. H. 1. Sutherland (Sandia National Laboratories). Permission granted to the author for the reproduction of figures and/or data by the following scientific societies, publishers and journals is gratefully acknowledged: ASME International, ASTM, Academic Press, Inc. , Addison Wesley Longman (Pearson Education), American Chemical Society, American Institute of Physics, Archives of Mechanics / Engineering Transactions (archiwum mechaniki stosowanej / rozprawy inzynierskie, Warsaw, Poland), British Textile Technology Group, Butterworth-Heinemann Ltd. (USA), Chapman & Hall Ltd. (International Thomson Publishing Services Ltd. ), Elsevier Science-NL (The Netherlands), Elsevier Science Limited (U. K. ), Elsevier Sequoia S. A. (Switzerland), John Wiley & Sons, Inc. , lOP Publishing Limited (UK), Kluwer Academic Publishers (The Netherlands), Les Editions de Physique Les Ulis (France), Pergamon Press Ltd. (US.

Produktdetails

• Verlag: Springer / Springer Netherlands
• Artikelnr. des Verlages: 978-1-4020-0349-3
• 2000
• Seitenzahl: 448
• Erscheinungstermin: 30. November 2001
• Englisch
• Abmessung: 235mm x 155mm x 25mm
• Gewicht: 625g
• ISBN-13: 9781402003493
• ISBN-10: 1402003498
• Artikelnr.: 21007442

Inhaltsangabe

1 Cartesian Tensors.- 1.1 Introduction.- 1.2 Indicial Notation.- 1.3 Coordinate Transformation.- 1.4 Tensor Algebra.- 1.5 Special Tensors.- 1.6 Some Applications of Cartesian Tensors.- Example & quiz problems.- 1.7 Principle Values and Principal Directions of Symmetric Second-Order Tensors.- 1.8 Tensor Fields.- 1.9 Divergence and Gradient Operations.- 1.10 Common Tensor Operations.- 1.11 Problems.- 1.12 References.- 1.13 Further Reading.- 2 Analysis of Stress.- 2.1 Introduction.- 2.2 The "Continuous" Medium.- 2.3 Fundamental Principles of Continuum Mechanics.- 2.4 Analysis of Stress.- 2.5 Stress Boundary Conditions.- 2.6 Principal Axes of Stress, Principal Planes and Principal Stresses.- 2.7 Piola-Kirchhoff s Stress Tensor.- 2.8 Problems.- 2.9 Remarks on the Actual Three-Dimensional Stresses in Materials.- 2.10 eferences.- 2.11 Further Reading.- 3 Deformation and Strain Analysis of Motion.- 3.1 Introduction.- 3.2 Deformation Kinematics and Measures of Strain.- 3.3 Problems.- 3.4 Analysis of Motion.- 3.5 Objective Tensors.- 3.6 Problems.- 3.7 Further Reading.- 4 Thermomechanical Continua.- 4.1 Introduction.- 4.2 The Laws of Thermodynamics.- 4.3 Thermodynamics of Continuous Media.- 4.4 Thermodynamics of the Deformation Process.- 4.5 Problems.- 4.6 References.- 4.7 Further Reading.- 5 Transition to the Response Behaviour of Engineering Materials.- 5.1 Introduction.- 5.2 The Constitutive Equation.- 5.3 Pertinent Notions of Analytical (Phenomenological) Mechanics.- 5.4 Problems.- 5.5 References.- 5.6 Further Reading.- 6 Elastic Response Behaviour.- 6.1 Introduction.- 6.2 Nonlinear Elasticity.- 6.3 Linear Elasticity.- 6.4 Problems.- 6.5 The Elastic Boundary Value Problem.- 6.6 Solved Problems in Linear Elasticity.- 6.7 References.- 6.8 Further Reading.- 7 Elastic-PlasticBehaviour.- 7.1 Introduction.- 7.2 Elastic-Plastic Behaviour under Static Loading.- 7.3 Yield Surfaces.- 7.4 Post-Yield Behaviour Changes in the Yield Surface.- 7.5 Constitutive Relations.- 7.6 The Boundary Value Problem in Plasticity.- 7.7 Derivation of the "Plane Problem" from the "Three-Dimensional Problem" Quadratic yield condition.- 7.8 The Three-Dimensional Problem under General Yield Function.- 7.9 The "Plane Problem" under General Yield Condition.- 7.10 Problems.- 7.11 Review Problems.- 7.12 Transition to the Creep of Metals and Alloys.- 7.13 Transition to Stress-Relaxation of Metals and Alloys.- 7.14 Problems.- 7.15 References.- 7.16 Further Reading.- 8 Viscoelastic Behaviour.- 8.1 Introduction.- 8.2 Linear Viscoelastic Behaviour.- 8.2.2 Description in the "Fourier-spectrum" domain.- 8.3 Inverse-relations between "Fourier-Spectrum" and "Creep and Relaxation Functions".- 8.4 Inter-relations between "Retardation-time" and"Relaxation-time" Spectra.- 8.5 Inter-relations between "Fourier", "Retardation-time" and "Relaxation-time" Spectra.- 8.6 Inverse-relations between "Fourier", "Retardation-time" and "Relaxation-time" Spectra.- 8.7 Applications.- 8.8 Problems.- 8.9 Transition to Thermoviscoelasticity.- 8.10 Problems.- 8.11 References.- 8.12 Further Reading.- Appendix A Curvilinear Tensors.- A.1 Introduction.- A 2 Preliminary Material.- A 3 Differential Geometry.- A 4 Physical Components.- A 5 Tensor Calculus.- A.6 Problems.- A.7 Further Reading.- Appendix B Delta and Step Functions.- B.1 The Delta Function 8(t).- B.2 The Step "Heaviside" Function H(t).- B 3 References.- Appendix C Integral Transforms.- C.1 Introduction.- C.2 Laplace Transform.- C.3 Problems.- C.4 Fourier Transform.- C.5 Problems.- C.6References.- C.7 Further Reading.- Cumulative Subject Index.