Table Of Content

Non-Newtonian tel Mechanics ELSEVIER J. Non-Newtonian Fluid Mech., 65 (1996) 311 Contents of Vol. 65 Vol. 65, No. 1 Fluid displacement in a horizontal tube S. Bakhtiyarov (Baku, Azerbaijan), D.A. Siginer (Auburn, AL, USA)... 2... 2.2... 0. 2 ee ee ee eee 1 The sedimentation of a sphere through an elastic fluid Part 2. Transient motion D. Rajagopalan (Wilmington, DE, USA), M.T. Arigo, G.H. McKinley (Cambridge, MA, USA). .............. 17 Transverse squeeze flow of concentrated aligned fibers in viscous fluids a sg gig 6m ee a tee ek ae we: Babee ee 68 ewe ee ee 47 An adaptive viscoelastic stress splitting scheme and its applications: AVSS/SI and AVSS/SUPG i ne ee, ee, Cs 6 ce ke 6 66 ee eee eS oe Oe OOS Oe Ob eee 75 Shear banding flow in the Johnson-Segalman fluid P. Espanol (Cambridge, UK; Madrid, Spain), X.F. Yuan (Cambridge, Bristol, UK), R.C. Ball (Cambridge, UK)... . 93 Hyperbolicity and change of type in flows of FENE-P fluids a ye gc 6 wow ee eee OOS eee oe Oke ee ee 8 hee ee ee 111 131 ar i ee a et eee os eet a te tek Be ee ke ek bce ee Vol. 65, Nos. 2/3 On vortex development in viscoelastic expansion and contraction flows gE OT ee ee ee eee eTC ee 133 On Hadamard stability for compressible viscoelastic constitutive equations S06 od a ark A a eo CN 4 8 Oe 8 OS ee 6 6.8 6b 8 68 OS ee aes ee The channel entry problem for a yield stress fluid EE ee ee eee ee ee eee ee ee eee ee ee) ee ee An experimental investigation of the use of random squeezing to determine the complex modulus of viscoelastic fluids J.S. Field, M.V. Swain, N. Phan-Thien (Sydney, NSW, Australia)... 2...ee e e ee es 177 The effects of inertia and finite amplitude on oscillatory plane shear flow of K-BKZ fluids such as LDPE melts PE a ee eee ee eee eee ee ae eee ee oea ee ee 195 Turbulent velocity field in heterogeneously drag reduced pipe flow PPO EV SEE ELE RT CETL EEL OLE CE ELECT 221 On compatibility of the Cox-—Merz rule with the model of Doi and Edwards ee, Oe, OC 6 eb bc ee OWRD RE DRS EKO ORE ROR Cee Oe Ree HE 241 The confined flow of polyethylene melts past a cylinder in a planar channel ok eee ee ee ee eee 247 Flows of polymer solutions through contractions. Part 1: flows of polyacrylamide solutions through planar contractions B. Purnode, M.J. Crochet (Louvain-la-Neuve, Belgium) ...0.. e.ee. ..ee. e.e 269 Short Communications Extensional viscosity measurements of dilute solutions of various polymers S.L. Ng, R.P. Mun, D.V. Boger (Parkville, Australia), D.F. James (Toronto, Canada) ...........-5-5-ee0e 291 Motions with zero acceleration and their relevance in viscoelasticity R.R. Huilgol (Adelaide, S.A., Australia), C. Tiver (Aberystwyth, UK) .. 2... 6. ee ee eee 299 i et ee lee Oe 2 3 Sled 6 8 atk Ne ee hw Re ee ek We 8 ae eA eee Be ee eee 307 LL er eee ee Te See e ORT eee Ce Te Te ee eee ee ee eh eee ee 309 Re ng kk oe ne ke ee 6 Oe we 66 ee 8 oe te ea Oe! 6 ee o 64-05 Oe 310 oe A sw Oe ee Oe ae oe ee ae © Ow 0 oo oe ed eee 2 ee eee 311