Renat N. Khaliullin, Ph.D.
Affiliations: | Illinois Institute of Technology, Chicago, IL, United States |
Area:
polymer physics, rheology, transport phenomena, multiscale modelingGoogle:
"Renat Khaliullin"Mean distance: 9.43 | S | N | B | C | P |
Parents
Sign in to add mentorJay Donald Schieber | grad student | 2010 | Illinois Institute of Technology | |
(Unified mathematical model for linear and nonlinear viscoelastic predictions of linear monodisperse and polydisperse and branched polymers.) |
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Publications
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Andreev M, Khaliullin RN, Steenbakkers RJA, et al. (2013) Approximations of the discrete slip-link model and their effect on nonlinear rheology predictions Journal of Rheology. 57: 535-557 |
Jensen MK, Khaliullin R, Schieber JD. (2012) Self-consistent modeling of entangled network strands and linear dangling structures in a single-strand mean-field slip-link model Rheologica Acta. 51: 21-35 |
Khaliullin RN, Schieber JD. (2011) Calculation of the Helmholtz potential of an elastic strand in an external electric field. The Journal of Chemical Physics. 134: 065105 |
Khaliullin RN, Schieber JD. (2010) Application of the slip-link model to bidisperse systems Macromolecules. 43: 6202-6212 |
Khaliullin RN, Schieber JD, Iniguez-Lluhi JA. (2010) Influence of dsDNA Architecture on Diffusion Properties in Networks Biophysical Journal. 98: 386a |
Khaliullin RN, Schieber JD. (2009) Self-consistent modeling of constraint release in a single-chain mean-field slip-link model Macromolecules. 42: 7504-7517 |
Khaliullin RN, Schieber JD. (2008) Analytic expressions for the statistics of the primitive-path length in entangled polymers. Physical Review Letters. 100: 188302 |
Schieber JD, Khaliullin RN. (2008) Unified mathematical model for linear viscoelastic predictions of linear and branched polymers Aip Conference Proceedings. 1027: 339-341 |