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-App- roximations by Molecular Theory Parameters and Secu- entals for Shearing and Elongational Flows,” Doklady Russian Akademy Nauk, Vol. 335, No. 9, 1994, pp. 612- 615 (in Russian).

has been cited by the following article:

• TITLE: The Mesoscopic Constitutive Equations for Polymeric Fluids and Some Examples of Viscometric Flows

  AUTHORS: Gregory Pyshnograi, Hyder Nadom Aziz Al Joda, Ivan Pyshnograi

  KEYWORDS: Rheology; Linear Polymer Melts and Solutions; Constitutive Equation; Mesoscopic Approach

  JOURNAL NAME: World Journal of Mechanics, Vol.2 No.1, February 29, 2012

  ABSTRACT: Constitutive equations for melts and concentrated solutions of linear polymers are derived as consequences of dynamics of a separate macromolecule. The model is investigated for viscometric flows. It was shown that the model gives a good description of non-linear effects of simple shear polymer flows: viscosity anomalies, first and second normal stresses, non-steady shear stresses.