Contact Mechanics

Gives numerous insights into the behavior to be expected in different contact situations
Indicates how the material can be used in other applications through end-of-chapter problems, which also make the book suitable for graduate courses

Provides links to numerous modern research publications in an extensive bibliography
Solutions to most of the end of chapter problems are available to bona fide instructors from the author

Autorentext
James Richard Barber graduated in Mechanical Sciences from the University of Cambridge in 1963. He then joined British Rail, who later sponsored his research at Cambridge between 1965 and 1968 on the subject of thermal effects in braking systems. In 1969 he became a Lecturer and later Reader in Solid Mechanics at the University of Newcastle upon Tyne, U.K. He moved to the University of Michigan, Department of Mechanical Engineering in 1981. His current research interests are in solid mechanics with particular reference to thermoelasticity, contact mechanics and tribology. He is a Chartered Engineer in the U.K., a Fellow of the Institution of Mechanical Engineers and has engaged extensively in consulting work in the field of stress analysis for engineering design. Dr. Barber is author of two books and numerous articles in the fields of Elasticity, Thermoelasticity, Contact Mechanics, Tribology, Heat Conduction and Elastodynamics and he is a member of the editorial boards of the International Journal of Mechanical Sciences and the Journal of Thermal Stresses.

Inhalt
1 Kinematics of Contact.- 2 Three-Dimensional Frictionless Elastic Problems.- 3 Hertzian Contact.- 4 More General Problems for the Half Space.- 5 Axisymmetric Contact Problems.- 6 Two-Dimensional Frictionless Contact Problems.- 7 Tangential Loading.- 8 Friction Laws.- 9 Frictional Problems Involving Half Spaces.- 10 Asymptotic Methods.- 11 Receding Contact.- 12 Adhesive Forces.- 13 Beams, Plates, Membranes and Shells.- 14 Layered Bodies.- 15 Indentation Problems.- 16 Contact of Rough Surfaces.- 17 Thermoelastic Contact.- 18 Rolling and Sliding Contact.- 19 Elastodynamic Contact Problems.- 20 Impact.- 21 Appendices.- A Potential Function Solutions for Elasticity Problems.- B Integrals over Elliptical Domains.- C Cauchy Singular Integral Equations.- D Dundurs Bimaterial Constants.- Index.