G
G. V. Berezhnaya
Researcher at Russian Academy of Sciences
Publications - 7
Citations - 210
G. V. Berezhnaya is an academic researcher from Russian Academy of Sciences. The author has contributed to research in topics: Viscoelasticity & Viscosity. The author has an hindex of 3, co-authored 7 publications receiving 208 citations.
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Viscoelastic properties and flow of narrow distribution polybutadienes and polyisoprenes
G. V. Vinogradov,A. Ya. Malkin,Yu. G. Yanovskii,E. K. Borisenkova,B. V. Yarlykov,G. V. Berezhnaya +5 more
TL;DR: In this paper, the authors have measured the dynamic shear modulus and flow rate through capillaries under constant pressure and under constant velocity of the piston, for polybutadienes and polyisoprenes of narrow molecular weight distribution with molecular weights ranging, respectively, from 3.8 × 104 to 5.8× 105 and from 1.06 × 105 to 6.02 × 105.
Journal ArticleDOI
Viscoelastic properties and flow of polybutadienes and polyisoprenes
G. V. Vinogradov,A. Ya. Malkin,Yu. G. Yanovskii,Ye.K. Borisenkova,B. V. Yarlykov,G. V. Berezhnaya,V.P. Shatalov,V. G. Shalganova,V. P. Yudin +8 more
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Experimental investigation of the rheological properties of concentrated polymer solutions
TL;DR: In this paper, the authors generalize the experimental data from investigations of various characteristics of solutions and the relations between them so that an indiection of the role of concentration and mode of deformation in the parameters measured could be achieved.
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Universal superelasticity characteristic for polymer systems
TL;DR: In this paper, the superelastic strain is represented in universal form as a function of the product shear rate times the maximum relaxation time in the relaxation spectrum for a polymer system.
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Viscoelastic and high‐elastic properties of solutions of “monodisperse” polybutadienes in the region of critical concentrations
TL;DR: In this article, it was shown that there is a critical concentration corresponding to the formation of a compact, fluctuating network, which results in a sharp change in the concentration dependence of the viscosity, first difference of normal stresses and high elasticity deformations.