Polymer brush bilayers under stationary shear motion at linear response regime: A theoretical approach
Abstract
Statistical mechanics is employed to tackle the problem of polymer brush bilayers under stationary shear motion. The article addresses, solely, the linear response regime in which the polymer brush bilayers behave very much similar to the Newtonian fluids. My approach to this long-standing problem split drastically from the work already published Kreer, T., Soft Matter, 12, 3479 (2016). It has been thought for many decades that the interpenetration between the brushes is source of the friction between the brush covered surfaces sliding over each other. Whiles, in the present article I strongly reject that idea. Instead, here, I show that structure of the whole system is responsible for friction between brush covered surfaces and the interpenetration is absolutely insignificant. Two simple reasons for that are the presence of ambient solvent and also flexibility of the chains. The results of this research would blow ones mind about how the polymer brush bilayers respond at small shear rates.
02 /Specification & Classification
Click any tag to browse matching papers- Approach
Reproducibility ledger
Nobody has reported trying to reproduce this paper yet. Did you replicate an experiment or run the code? Your report saves the next lab a week.
Sign in to file a reproducibility report.
Related papers
- Polymer brush bilayer under stationary shear: A joint DFT, scaling theory and MD
M. J. Edwards·bioRxiv·Aug 16, 2022
- Polyelectrolyte brush bilayer under shear at linear and nonlinear response regimes: A combination of the density functional theory framework and the scaling theory
M. J. Edwards·bioRxiv·May 19, 2021
- Polymer brush bilayers at thermal equilibrium: A density functional theory approach
M. J. Edwards·bioRxiv·Sep 2, 2022
- Nanoscale Friction of Biomimetic Hair Surfaces
E. Weiand, J. P. Ewen, … D. Dini·bioRxiv·Sep 29, 2022
- Interpenetration between a polymer brush and a polymerstar at thermal equilibrium: A theoretical approach
Mike Edwards·bioRxiv·Dec 7, 2018
- Polyelectrolyte brush bilayers at thermal equilibrium: Density functional theory and molecular dynamic simulations
M. J. Edwards·bioRxiv·Feb 24, 2022