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David M. Teter

Researcher at Sandia National Laboratories

Publications -  23
Citations -  2419

David M. Teter is an academic researcher from Sandia National Laboratories. The author has contributed to research in topics: Sorbent & Bond length. The author has an hindex of 12, co-authored 23 publications receiving 2318 citations. Previous affiliations of David M. Teter include Carnegie Institution for Science & University of California, Davis.

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Low compressibility carbon nitrides

TL;DR: A cubic form of C3N4 with a zero-pressure bulk modulus exceeding that of diamond is described in this paper, and a process for preparing such product which comprises combining carbon and nitrogen at a pressure of 120,000 to 800,000 atmosphere and a temperature of 1000-3000 °C is described.
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Computational Alchemy: The Search for New Superhard Materials

David M. Teter
- 01 Jan 1998 - 
TL;DR: A number of first-principle modeling methods are available to aid in the generation of promising structures such as comparative crystallography, algorithms based upon the concepts of crystalline nets and close packing, modern alloy theory methods, and simulated annealing strategies.
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High Pressure Polymorphism in Silica

TL;DR: In this article, a large class of competitive phases can be generated from hcp arrays of oxygen with silicon occupying one-half of the octahedral sites, which provides an explanation for a number of recent high-pressure results for crystalline silica and allow us to understand the nature of the short and intermediate-range order in the high pressure amorphous state.
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Experimental evidence for a high-pressure isostructural phase transition in osmium.

TL;DR: An anomaly in the compressibility is documented around 25 GPa associated with a discontinuity in the first pressure derivative of the c/a ratio that plausibly arises from the collapse of the small hole-ellipsoid in the Fermi surface near the L point.
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First-principles study of several hypothetical silica framework structures

TL;DR: First-principles total-energy pseudopotential methods have been used to examine several promising hypothetical structures and to compare their structural parameters, cohesive energies, and bulk moduli with those of low quartz, low cristobalite, silica sodalite, and stishovite.