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    Edison, John

    TitleMaterials Postdoc Fellow
    SchoolLawrence Berkeley National Lab
    DepartmentMolecular Foundry
    Address1 Cyclotron Road
    Berkeley CA 94720
    Phone510/693-9227
    vCardDownload vCard

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      Collapse Publications
      Publications listed below are automatically derived from MEDLINE/PubMed and other sources, which might result in incorrect or missing publications. Researchers can login to make corrections and additions, or contact us for help.
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      1. Dasgupta T, Edison J, Dijkstra M. Growth of defect-free colloidal hard-sphere crystals using colloidal epitaxy. J Chem Phys. 2017 Feb 21; 146(7):074903. PMID: 28228033.
        View in: PubMed
      2. Tasios N, Edison J, van Roij R, Evans R, Dijkstra M. Critical Casimir interactions and colloidal self-assembly in near-critical solvents. J Chem Phys. 2016 Aug 28; 145(8):084902. PMID: 27586941.
        View in: PubMed
      3. Edison J, Dasgupta T, Dijkstra M. Stabilizing the hexagonal close packed structure of hard spheres with polymers: Phase diagram, structure, and dynamics. J Chem Phys. 2016 Aug 7; 145(5):054902. PMID: 27497577.
        View in: PubMed
      4. Edison J, Tasios N, Belli S, Evans R, van Roij R, Dijkstra M. Critical casimir forces and colloidal phase transitions in a near-critical solvent: a simple model reveals a rich phase diagram. Phys Rev Lett. 2015 Jan 23; 114(3):038301. PMID: 25659025.
        View in: PubMed
      5. Edison J, Monson PA. Dynamic mean field theory for lattice gas models of fluids confined in porous materials: higher order theory based on the Bethe-Peierls and path probability method approximations. J Chem Phys. 2014 Jul 14; 141(2):024706. PMID: 25028037.
        View in: PubMed
      6. Edison J, Monson PA. Dynamic mean field theory for lattice gas models of fluid mixtures confined in mesoporous materials. Langmuir. 2013 Nov 12; 29(45):13808-20. PMID: 24102541.
        View in: PubMed
      7. Edison J, Monson PA. Dynamics of capillary condensation in lattice gas models of confined fluids: a comparison of dynamic mean field theory with dynamic Monte Carlo simulations. J Chem Phys. 2013 Jun 21; 138(23):234709. PMID: 23802978.
        View in: PubMed
      8. Edison J, Monson PA. Dynamic mean field theory of condensation and evaporation processes for fluids in porous materials: application to partial drying and drying. Faraday Discuss. 2010; 146:167-84; discussion 195-215, 395-403. PMID: 21043421.
        View in: PubMed

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