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National Repository of Grey Literature 2 records found  Search took 0.01 seconds. 
Computer Modelling of Macromolecules
 Khirnova, Oleksandra ; Uhlík, Filip (advisor) ; Jirsák, Jan (referee)
In the present work we study diffusion of linear and cyclic polymers. We run simulations using Brownian dynamics in θ-solvent and good solvent with several hydrodynamic models. Obtained results were compared with existing theories. In the present work we study diffusion of linear and cyclic polymers. We run simulations using Brownian dynamics in θ-solvent and good solvent with several hydrodynamic models. Obtained results were compared with existing theories. In the present work we study diffusion of linear and cyclic polymers. We run simulations using Brownian dynamics in θ-solvent and good solvent with several hydrodynamic models. Obtained results were compared with existing theories. In the present work we study diffusion of linear and cyclic polymers. We run simulations using Brownian dynamics in θ-solvent and good solvent with several hydrodynamic models. Obtained results were compared with existing theories. In the present work we study diffusion of linear and cyclic polymers. We run simulations using Brownian dynamics in θ-solvent and good solvent with several hydrodynamic models. Obtained results were compared with existing theories.
Detailed record
Computer Modelling of Macromolecules
 Khirnova, Oleksandra ; Uhlík, Filip (advisor) ; Jirsák, Jan (referee)
In the present work we study diffusion of linear and cyclic polymers. We run simulations using Brownian dynamics in θ-solvent and good solvent with several hydrodynamic models. Obtained results were compared with existing theories. In the present work we study diffusion of linear and cyclic polymers. We run simulations using Brownian dynamics in θ-solvent and good solvent with several hydrodynamic models. Obtained results were compared with existing theories. In the present work we study diffusion of linear and cyclic polymers. We run simulations using Brownian dynamics in θ-solvent and good solvent with several hydrodynamic models. Obtained results were compared with existing theories. In the present work we study diffusion of linear and cyclic polymers. We run simulations using Brownian dynamics in θ-solvent and good solvent with several hydrodynamic models. Obtained results were compared with existing theories. In the present work we study diffusion of linear and cyclic polymers. We run simulations using Brownian dynamics in θ-solvent and good solvent with several hydrodynamic models. Obtained results were compared with existing theories.
Detailed record

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