Computer simulation of molecular shape transitions in adsorbed polymers under confinement conditions

dc.contributor.authorHarrison, Jessica Elena
dc.date.accessioned2017-10-05T13:27:17Z
dc.date.available2017-10-05T13:27:17Z
dc.date.issued2017-08-28
dc.description.abstractThe structural and dynamical properties of polymer-covered surfaces under confinement and crowding effects are key to many applications. Earlier work showed the occurrence of “escape transitions” in small uncompressed clusters (or “islands”) even for repulsive polymers. These transitions involve a switch from evenly-compact configurations (“trapped chains”), to uneven compactness (“escaped chains”). Here, we address a complementary question: if the crowding is reduced by having fewer neighbours, can an external compression produce “escaped configurations”? To this end, we focused on the confinement of grafted polymers. At low compression, the inter-chain entanglement increases with excluded volume as chains swell and interpenetrate, up to a critical chain length where the behaviour is reversed. We conclude that, when few chains are present or if a larger ensemble of them is arranged symmetrically, compression induces chain avoidance without inducing escape transitions. The switch in mechanism depends mostly on crowding, and not on the applied pressure.en_CA
dc.description.degreeMaster of Science (MSc) in Chemical Sciencesen_CA
dc.identifier.urihttps://laurentian.scholaris.ca/handle/10219/2821
dc.language.isoenen_CA
dc.publisher.grantorLaurentian University of Sudburyen_CA
dc.subjectPolymer islandsen_CA
dc.subjectMonte Carlo simulationsen_CA
dc.subjectself-avoiding walksen_CA
dc.subjectradius of excluded volumeen_CA
dc.subjectescape transitionen_CA
dc.subjectchain avoidanceen_CA
dc.subjectentanglement complexityen_CA
dc.subjectcoarse-graineden_CA
dc.subjecthard-sphere potentialen_CA
dc.subjectMarsaglia algorithmen_CA
dc.subjectMetropolis-Hasting algorithmen_CA
dc.titleComputer simulation of molecular shape transitions in adsorbed polymers under confinement conditionsen_CA
dc.typeThesisen_CA

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