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Randall Q. Snurr

Researcher at Northwestern University

Publications -  394
Citations -  43071

Randall Q. Snurr is an academic researcher from Northwestern University. The author has contributed to research in topics: Adsorption & Metal-organic framework. The author has an hindex of 88, co-authored 368 publications receiving 36133 citations. Previous affiliations of Randall Q. Snurr include Leipzig University & University of Notre Dame.

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Ultrahigh Porosity in Metal-Organic Frameworks

TL;DR: The synthesis of a MOF in which zinc centers are bridged with long, highly conjugated organic linkers, but in which the overall symmetry of the networks created prevents formation of interpenetrating networks is described.
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De novo synthesis of a metal–organic framework material featuring ultrahigh surface area and gas storage capacities

TL;DR: Computational modelling is used to design and predictively characterize a metal-organic framework (NU-100) with a particularly high surface area that had high storage capacities for hydrogen and carbon dioxide and was in excellent agreement with predictions from modelling.
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Metal-organic framework materials with ultrahigh surface areas: is the sky the limit?

TL;DR: It is demonstrated computationally that by shifting from phenyl groups to "space efficient" acetylene moieties as linker expansion units, the hypothetical maximum surface area for a MOF material is substantially greater than previously envisioned.
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A facile synthesis of UiO-66, UiO-67 and their derivatives

TL;DR: A scalable, reproducible method of synthesizing UiO-66- and Ui O-67-type MOFs, entailing the addition of HCl to the reaction mixture, has been investigated.
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RASPA: molecular simulation software for adsorption and diffusion in flexible nanoporous materials

TL;DR: RASPA as discussed by the authors is a software package for simulating adsorption and diffusion of molecules in flexible nanoporous materials, which implements the latest state-of-the-art algorithms for molecular dynamics and Monte Carlo (MC) in various ensembles including symplectic/measure-preserving integrators, Ewald summation, configurational-bias MC, continuous fractional component MC, reactive MC and Baker's minimisation.