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IDENTIFICATION OF SMOOTH MUSCLE SERIES ELASTIC COMPONENT IN INTACT CAROTID ARTERY.DOBRIN P; CANFIELD T.1977; AMER. J. PHYSIOL.; U.S.A.; DA. 1977; VOL. 232; NO 2; PP. H122-H130; BIBL. 30 REF.Article

STRESS RESPONSE AND ENERGY DISSIPATION IN A LINEAR VISCOELASTIC MATERIAL UNDER PERIODIC TRIANGULAR STRAIN LOADINGTING QING YANG; CHEN Y.1982; J. POLYM. SCI. POLYM. PHYS. ED.; ISSN 0098-1273; USA; DA. 1982; VOL. 20; NO 8; PP. 1437-1442; BIBL. 9 REF.Article

MODELE MATHEMATIQUE DE SIMULATION DE LA CONTRACTION CARDIAQUE.SCHLUMBERGER JF; OURY JM; LAQUAIS B et al.1977; ARCH. MAL. COEUR VAISS.; FR.; DA. 1977; VOL. 70; NO 12; PP. 1315-1327; ABS. ANGL. ESP.; BIBL. 22 REF.Article

VISCOELASTIC RELAXATION BEHAVIOUR OF VISCOUS SOLVENTS FROM DIELECTRIC STUDIES AT MICROWAVE FREQUENCIESSURESH CHANDRA; YADAV RA.1973; J. CHIM. PHYS. PHYS.-CHIM. BIOL.; FR.; DA. 1973; VOL. 70; NO 2; PP. 272-275; ABS. FR.; BIBL. 11 REF.Serial Issue

DYNAMIC VISCOSITY OF VARIOUS SAMPLES OF POLYPROPENE AND POLYVINYLCHLORIDEVERNEY V; GENILLON R; NIVIERE J et al.1981; RHEOL. ACTA; ISSN 0035-4511; DEU; DA. 1981; VOL. 20; NO 5; PP. 478-483; ABS. FRE; BIBL. 8 REF.Article

Thermal response of visco-elastic bodies to thermal impact on the basis of the new equation of dynamic thermoviscoelasticityKARTASHOV, E. M; STOMAKHIN, I. V.Inženerno-fizičeskij žurnal. 1990, Vol 59, Num 3, pp 409-419, issn 0021-0285Article

Report on the sessions on time-dependent processes = Rapport des sessions sur les processus liés au tempsPELTIER, W. R.Terra cognita. 1985, Vol 6, Num 1, pp 54-55, issn 0290-9944Article

CONSTANT FORCE ELONGATIONAL FLOW OF A LOW-DENSITY POLYETHYLENE MELT: EXPERIMENT AND THEORYRAIBLE T; STEPHENSON SE; MEISSNER J et al.1982; J. NON-NEWTON. FLUID MECH.; ISSN 0377-0257; NLD; DA. 1982; VOL. 11; NO 3-4; PP. 239-256; BIBL. 46 REF.Article

Modelo reologico de Maxwell sujeito a uma tensão lineas ciclica = A rheological Maxwell model submitted to a cycle linear stressRODRIGUES, F.P.1990, Num 60, pp 37-50, issn 0379-9522Article

RELAXATION DE CONTRAINTE DE PLASTIQUES RENFORCES DE FIBRES DE VERREWATANABE T; SHIKE K.1981; KOBUNSHI RONBUNSHU; ISSN 0386-2186; JPN; DA. 1981; VOL. 38; NO 12; PP. 837-843; ABS. ENG; BIBL. 14 REF.Article

ESTIMATION OF FREQUENCY- AND TIME-DEPENDENCE OF POLYMER COMPOSITE SYSTEM BY VISCOELASTICITY IN THREE DIMENSIONSMATSUO M; HASEGAWA S.1983; COLLOID AND POLYMER SCIENCE; ISSN 0303-402X; DEU; DA. 1983; VOL. 261; NO 4; PP. 319-328; BIBL. 29 REF.Article

Draw resonance in film casting of viscoelastic fluids: a linear stability analysisANTURKAR, N. R; CO, A.Journal of non-newtonian fluid mechanics. 1988, Vol 28, Num 3, pp 287-307, issn 0377-0257Article

Analysis of isothermal fiber spinning with the Doi-Edwards constitutive equationLARSON, R. G.Journal of rheology (New York, NY). 1983, Vol 27, Num 5, pp 475-496, issn 0148-6055Article

Theoretical refinement of the Maxwell-Wagner calculation of the dielectric constantARAMYAN, M. A.Colloid journal of the Russian Academy of Sciences. 1992, Vol 54, Num 5, pp 666-673, issn 1061-933XArticle

Stresses and volume changes in a polymer loaded axially in a rigid dieLEI, M; REID, C. G; ZOLLER, P et al.Polymer (Guildford). 1988, Vol 29, Num 10, pp 1784-1788, issn 0032-3861Article

2D Maxwell modelBIRMAN, Vyacheslav B; BINIENDA, Wieslaw K; TOWNSEND, Gregory et al.Journal of macromolecular science. Physics. 2002, Vol 41, Num 2, pp 341-356, issn 0022-2348Article

Viscoelastic models of tidal heating in Enceladus = Modèle viscoélastique de réchauffement tidal dans EnceladusROSS, M. N; SCHUBERT, G.Icarus (New York, NY). 1989, Vol 78, Num 1, pp 90-101, issn 0019-1035Article

Characterizing damping and restitution in compliant impacts via modified K-V and higher-order linear viscoelastic modelsBUTCHER, E. A; SEGALMAN, D. J.Journal of applied mechanics. 2000, Vol 67, Num 4, pp 831-834, issn 0021-8936Article

Modeling of multicomponent mass transfer across polymer films using a thermodynamically consistent formulation of the Maxwell―Stefan equations in terms of volume fractionsRIBEIRO, ClaudioP; FREEMAN, BennyD; PAUL, Donald R et al.Polymer (Guildford). 2011, Vol 52, Num 18, pp 3970-3983, issn 0032-3861, 14 p.Article

Adhesion Curves between Two Viscoelastic Materials by a Point-Contact Method in a Crossed-Cylinder GeometrySAKASEGAWA, Daisuke; SUZUKI, Atsushi.Journal of polymer science. Part B. Polymer physics. 2009, Vol 47, Num 18, pp 1778-1788, issn 0887-6266, 11 p.Article

Coupled diffusion of water and ethanol in a polyimide membraneXIUYUAN NI; XIAOHUI SUN; DONG CENG et al.Polymer engineering and science. 2001, Vol 41, Num 8, pp 1440-1447, issn 0032-3888Article

Creep response of a generalized Maxwell modelCHEN, P.International agrophysics. 1994, Vol 8, Num 4, pp 555-558, issn 0236-8722Conference Paper

Extended Maxwell Garnett formalism for composite adhesives for microwave-assisted adhesion of polymer surfacesBALASUBRAMANIAM SHANKER; AKHLESH LAKHTAKIA.Journal of composite materials. 1993, Vol 27, Num 12, pp 1203-1213, issn 0021-9983Article

Etude thermodynamique d'une déformation de cisaillement périodique des masses fondues de polymères linéaires à distribution étroite de la masse moléculaireBURLIJ, V. N; YAKOBSON, EH. EH.Mehanika kompozitnyh materialov. 1989, Num 4, pp 718-723, issn 0135-7492Article

Verification of the Maxwell-Stefan theory for diffusion of three-component mixtures in zeolitesKRISHNA, R; PASCHEK, D.Chemical engineering journal (1996). 2002, Vol 87, Num 1, pp 1-9, issn 1385-8947Article

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