Stability of\nFrank–Kasper Phases in AB<sub><i>n</i></sub> Miktoarm\nStar Polymers with Dispersity in <i>n</i>: Simulations and\nExperiments

Miktoarm\nstar polymers with two or more blocks connected at a common\njunction are known to stabilize Frank–Kasper phases such as\nσ and A15 over wide regions of phase space due to arm-number\nasymmetry. To date, studies on AB<sub><i>n</i></sub> miktoarm\nstars in this context have focused on well-defined materials with\na precise number of A and B arms. Here, using a combination of self-consistent\nfield theory simulations and experiments, we demonstrate that mixtures\nof AB<sub><i>n</i></sub> miktoarm stars with dispersity\nin the number of B arms per molecule (<i>n</i>) similarly\nstabilize σ and A15. This insight highlights the utility of\na synthetic technique known as μSTAR (miktoarm synthesis by\ntermination after ring-opening metathesis polymerization) that simplifies\nthe synthesis of miktoarm star polymers but inherently produces a\nmixture of AB<sub><i>n</i></sub> molecules having a distribution\nin <i>n</i>.

Publication Details

Journal
Figshare
Published
2024-11-27
DOI
https://doi.org/10.1021/acs.macromol.4c02202.s001
Primary Topic
Urban and spatial planning
Type
article
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article

Stability of\nFrank–Kasper Phases in ABn Miktoarm\nStar Polymers with Dispersity in n: Simulations and\nExperiments

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Urban and spatial planning
article

Stability of\nFrank–Kasper Phases in ABn Miktoarm\nStar Polymers with Dispersity in n: Simulations and\nExperiments

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Abstract

Miktoarm\nstar polymers with two or more blocks connected at a common\njunction are known to stabilize Frank–Kasper phases such as\nσ and A15 over wide regions of phase space due to arm-number\nasymmetry. To date, studies on AB<sub><i>n</i></sub> miktoarm\nstars in this context have focused on well-defined materials with\na precise number of A and B arms. Here, using a combination of self-consistent\nfield theory simulations and experiments, we demonstrate that mixtures\nof AB<sub><i>n</i></sub> miktoarm stars with dispersity\nin the number of B arms per molecule (<i>n</i>) similarly\nstabilize σ and A15. This insight highlights the utility of\na synthetic technique known as μSTAR (miktoarm synthesis by\ntermination after ring-opening metathesis polymerization) that simplifies\nthe synthesis of miktoarm star polymers but inherently produces a\nmixture of AB<sub><i>n</i></sub> molecules having a distribution\nin <i>n</i>.

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Stability of\nFrank–Kasper Phases in AB<sub><i>n</i></sub> Miktoarm\nStar Polymers with Dispersity in <i>n</i>: Simulations and\nExperiments · Figshare (2024) | TGRS Research Map | TGRS