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G. V. Pyshnograi, V. N. Pokrovskii, Yu. G. Yanovskii, Yu. N. Karnet and I. F. Obrazcov, “Equation of State for Nonlinear Viscoelastic (Polymer) Continua in Zero-Appro- ximations by Molecular Theory Parameters and Secuentals for Shearing and Elongational Flows,” Doklady Rus- sian Akademy Nauk, Vol. 335, No. 9, 1994, pp. 612-615.

has been cited by the following article:

• TITLE: Slipping Phenomenon in Polymeric Fluids Flow between Parallel Planes

  AUTHORS: Yuri A. Altukhov, Grigory V. Pyshnograi, Ivan G. Pyshnograi

  KEYWORDS: Rheology, Linear Polymers, Rheological Equation of State, Slipping

  JOURNAL NAME: World Journal of Mechanics, Vol.1 No.6, December 9, 2011

  ABSTRACT: At this article studies of nonlinear viscoelastic fluid with one internal tensor parameter flow between parallel planes under a constant pressure gradient, taking into account the slipping phenomenon on the boundary. Numerically depending found on the components of the stress tensor and the flow velocity of the pressure gradient and the distance to the wall, enabled us to explain the emergence of non-parabolic profile of the flow velocity of the polymeric melt.