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A comparison of mixed methods for solving the flow of a Maxwell fluidVAN SCHAFTINGEN, J. J; CROCHET, M. J.International journal for numerical methods in fluids. 1984, Vol 4, Num 11, pp 1065-1081, issn 0271-2091Article

Existence of slow steady flows of viscoelastic fluids with differential constitutive equationsRENARDY, M.Zeitschrift für angewandte Mathematik und Mechanik. 1985, Vol 65, Num 9, pp 449-451, issn 0044-2267Article

The extended Padé-Laplace method for efficient discretization of linear viscoelastic spectraSIMHAMBHATLA, M; LEONOV, A. I.Rheologica acta. 1993, Vol 32, Num 6, pp 589-600, issn 0035-4511Article

Linear stability of homogeneous elongational flow of the upper convected Maxwell fluidRENARDY, Michael; RENARDY, Yuriko.Journal of non-newtonian fluid mechanics. 2009, Vol 160, Num 2-3, pp 168-175, issn 0377-0257, 8 p.Article

Melting heat transfer in the stagnation-point flow of an upper-convected Maxwell (UCM) fluid past a stretching sheetHAYAT, T; MUSTAFA, M; SHEHZAD, S. A et al.International journal for numerical methods in fluids. 2012, Vol 68, Num 2, pp 233-243, issn 0271-2091, 11 p.Article

Viscoelastic behaviour of polymer molecules retained in porous mediaXIAN-QING HAN.Erdöl, Erdgas, Kohle. 1990, Vol 106, Num 10, pp 393-398, issn 0179-3187, 6 p.Article

Decay of a potential vortex in a Maxwell fluidFETECAU, C; FETECAU, Corina.International journal of non-linear mechanics. 2003, Vol 38, Num 7, pp 985-990, issn 0020-7462, 6 p.Article

Electrorheological Kelvin-Helmholtz instability of a fluid sheetEL-DIB, Yusry O; MATOOG, R. T.Journal of colloid and interface science. 2005, Vol 289, Num 1, pp 223-241, issn 0021-9797, 19 p.Article

Upstream boundary conditions in the spinning of upper convected Maxwell fluidsKASE, S.Sen'i Gakkaishi. 1992, Vol 48, Num 10, pp 511-520, issn 0037-9875Article

Stabilität der ebenen Couette-Strömung eines Maxwell-Fluids und ihre kritische Weissenbergzahl = Stabilité d'un fluide de Maxwell dans un écoulement de Couette plan et nombre de Weissenberg critique = Stability of a Maxwell fluid in a plane Couette flow and critical Weissenberg numberAKBAY, U; FRISCHMANN, G; WASNER, J et al.Rheologica acta. 1987, Vol 26, Num 2, pp 119-126, issn 0035-4511Article

Collapse of spherical bubbles in viscoelastic liquidsBRUTYAN, M. A; KRAPIVSKY, P. L.Quarterly Journal of Mechanics and Applied Mathematics. 1991, Vol 44, pp 549-557, issn 0033-5614, 4Article

Finite element simulation of viscoelastic fluids of the integral typeDUPONT, S; MARCHAL, J. M; CROCHET, M. J et al.Journal of non-newtonian fluid mechanics. 1985, Vol 17, Num 2, pp 157-183, issn 0377-0257Article

Freinage des particules chargées dans un plasma maxwellien à champ magnétiqueBOZHOKIN, S. V; CHOBAN, EH. A.Fizika plazmy (Moskva, 1975). 1984, Vol 10, Num 4, pp 779-782, issn 0134-5052Article

Hydrodynamic instability of extensional flowHAN, S. F; BECKER, E.Rheologica acta. 1983, Vol 22, Num 6, pp 521-527, issn 0035-4511Article

A viscohyperelastic Maxwell model for rubber viscoelasticityJOHNSON, A. R; QUIGLEY, C. J.Rubber chemistry and technology. 1992, Vol 65, Num 1, pp 137-153, issn 0035-9475Conference Paper

On the consequence of discretization errors in the numerical calculation of viscoelastic flowDUPRET, F; MARCHAL, J. M; CROCHET, M. J et al.Journal of non-newtonian fluid mechanics. 1985, Vol 18, Num 2, pp 173-186, issn 0377-0257Article

Hyperbolicity and change of type in the flow of viscoelastic fluids through channelsYOO, J. Y; JOSEPH, D. D.Journal of non-newtonian fluid mechanics. 1985, Vol 19, Num 1, pp 15-41, issn 0377-0257Article

Die Instabilität der ebenen Couette-Strömung mit Anwendung auf Maxwell- und Doi-Edwards-Flüssigkeiten = L'instabilité de l'écoulement plan de Couette avec des fluides de Maxwell et de Doi-Edwards = The plane Couette flow instability using Maxwell and Doi-Edwards fluidsAKBAY, U; FRISCHMANN, G.Rheologica acta. 1985, Vol 24, Num 5, pp 450-459, issn 0035-4511Article

Run-up and decay of plane Poiseuille flowRIVLIN, R. S.Journal of non-newtonian fluid mechanics. 1984, Vol 14, pp 203-217, issn 0377-0257Article

AC electroosmotic flow of generalized Maxwell fluids in a rectangular microchannelJIAN, Yong-Jun; LIU, Quan-Sheng; YANG, Lian-Gui et al.Journal of non-newtonian fluid mechanics. 2011, Vol 166, Num 21-22, pp 1304-1314, issn 0377-0257, 11 p.Article

Decay of potential vortex for a viscoelastic fluid with fractional Maxwell modelKHAN, M; HYDER ALI, S; FETECAU, C et al.Applied mathematical modelling. 2009, Vol 33, Num 5, pp 2526-2533, issn 0307-904X, 8 p.Article

Viscoelastic stresses in the stagnation flow of a dilute polymer solutionVAN GORDER, Robert A; VAJRAVELU, K; TALAY AKYILDIZ, F et al.Journal of non-newtonian fluid mechanics. 2009, Vol 161, Num 1-3, pp 94-100, issn 0377-0257, 7 p.Article

Understanding cracking Versus cavitation in pressure-sensitive adhesives : The role of kineticsTEISSEIRE, Jérémie; NALLET, Frédéric; FABRE, Pascale et al.The Journal of adhesion (Print). 2007, Vol 83, Num 7-9, pp 613-677, issn 0021-8464, 65 p.Conference Paper

POWERLIKE DECREASING SOLUTIONS OF THE BOLTZMANN EQUATION FOR A MAXWELL GASCORNILLE H; GERVOIS A.1981; J. STAT. PHYS.; ISSN 0022-4715; USA; DA. 1981; VOL. 26; NO 1; PP. 181-217; BIBL. 17 REF.Article

NUMERICAL ANALYSIS OF TWO-DIMENSIONAL VISCOELASTIC FLOW.NAKAMURA K; HORIKAWA A.1977; J. TEXT. MACHIN. SOC. JAP.; JAP.; DA. 1977; VOL. 23; NO 4; PP. 108-113; BIBL. 8 REF.Article

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