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Chris J. Benmore

Researcher at Argonne National Laboratory

Publications -  287
Citations -  8325

Chris J. Benmore is an academic researcher from Argonne National Laboratory. The author has contributed to research in topics: Neutron diffraction & Amorphous solid. The author has an hindex of 45, co-authored 254 publications receiving 6983 citations. Previous affiliations of Chris J. Benmore include Oak Ridge National Laboratory & Rutherford Appleton Laboratory.

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Benchmark oxygen-oxygen pair-distribution function of ambient water from x-ray diffraction measurements with a wide Q-range

TL;DR: Four recent x-ray diffraction measurements of ambient liquid water are reviewed here and the extended Q-range and low statistical noise of these measurements has significantly reduced truncation effects and related errors in the g(OO)(r) functions obtained.
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Quantum Differences between Heavy and Light Water.

TL;DR: It is found that heavy water is a more structured liquid than light water, and the OH Bond length in H2O is approximately 3% longer than the OD bond length in D2O, a much larger change than current predictions.
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Structural studies of several distinct metastable forms of amorphous ice.

TL;DR: Radial distribution functions indicate that the structure evolves systematically between 4 and 8 angstroms, and the phase transformations in low-temperature liquid water may be much more complex than currently understood.
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Nanostructure of calcium silicate hydrates in cements.

TL;DR: The CSH component in hydrated tricalcium silicate is found to be similar to CSH(I), and only a slight bend and additional disorder within the CaO sheets is required to explain its nanocrystalline structure.
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Structure of fast ion conducting and semiconducting glassy chalcogenide alloys.

TL;DR: The method of isotopic substitution in neutron diffraction was used to measure the metal-metal partial structure factor in this paper, and the remaining partial structure factors were then separated into two functions which comprise either the $M\ensuremath{-]-ensure-math{\mu} (ensure)-math-mu(ensure) =\mathrm{As]-or]-Se$ or $M$ species.