Viscoelasticity and Rheology. Proceedings of a Symposium Conducted by the Mathematics Research Center, the University of Wisconsin–Madison, October 16–18, 1984

Content: 
Inside Front Cover, Page ifc1
Front Matter, Page iii
Copyright, Page iv
Contributors, Pages vii-viii, Robert C. Armstrong, A.N. Beris, R. Byron Bird, R.A. Brown, Bernar. D. Coleman, J.M. Crissman, Constantin Dafermos, Hanswalte Giesekus, Ole Hassager, Danie. D. Joseph, J.V. Lawler, Arthur S. Lodge, R.C. MacCamy, David S. Malkus, S.J. Muller, Michael Renardy, Roger I. Tanner, E.K. Walsh, K. Walters, W.O. Williams, L.J. Zapas,  et al.
Preface, Pages ix-x, Arthur S. Lodge, Michael Renardy, John A. Nohel
THE MOTION OF VISCOELASTIC FLUIDS AROUND SPHERES AND BUBBLES, Pages 1-11, Ole Hassager
WAVE PROPAGATION IN VISCOELASTIC SOLIDS, Pages 13-46, E.K. Walsh
OVERVIEW OF MACROSCOPIC VISCOELASTIC FLOW, Pages 47-79, K. Walters
NECKING PHENOMENA AND COLD DRAWING, Pages 81-104, L.J. Zapas, J.M. Crissman
POLYMERIC LIQUIDS: FROM MOLECULAR MODELS TO CONSTITUTIVE EQUATIONS, Pages 105-123, R. Byron Bird
ON SLOW-FLOW APPROXIMATIONS TO FLUIDS WITH FADING MEMORY, Pages 125-156, Bernard D. Coleman
A COMPARISON OF MOLECULAR AND NETWORK-CONSTITUTIVE THEORIES FOR POLYMER FLUIDS, Pages 157-180, Hanswalter Giesekus
ON USING RUBBER AS A GUIDE FOR UNDERSTANDING POLYMERIC LIQUID BEHAVIOR, Pages 181-208, Arthur S. Lodge
ON VISCOPLASTIC MODELS, Pages 209-220, W.O. Williams
DISSIPATION IN MATERIALS WITH MEMORY, Pages 221-234, Constantine Dafermos
HYPERBOLIC PHENOMENA IN THE FLOW OF VISCOELASTIC FLUIDS, Pages 235-321, Daniel D. Joseph
ABSORBING BOUNDARIES FOR VISCOELASTICITY, Pages 323-344, R.C. MacCamy
RECENT DEVELOPMENTS AND OPEN PROBLEMS IN THE MATHEMATICAL THEORY OF VISCOELASTICITY, Pages 345-360, Michael Renardy
EVALUATION OF CONSTITUTIVE EQUATIONS: MATERIAL FUNCTIONS AND COMPLEX FLOWS OF VISCOELASTIC FLUIDS, Pages 361-389, Robert C. Armstrong, R.A. Brown, A.N. Beris, J.V. Lawler, S.J. Muller
FINITE ELEMENT METHODS FOR VISCOELASTIC FLOW, Pages 391-419, David S. Malkus
CONSTITUTIVE EQUATIONS FOR THE COMPUTING PERSON, Pages 421-439, Roger I. Tanner
Index, Pages 441-445