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Dive into the research topics where Harold T. Stokes is active.

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Featured researches published by Harold T. Stokes.


Journal of the Physical Society of Japan | 2012

First Principles Phase Diagram Calculations for the Octahedral-Interstitial System ZrOX, 0 ≤X ≤1/2

Benjamin P. Burton; Axel van de Walle; Harold T. Stokes

First principles based phase diagram calculations were performed for the octahedral-interstitial solid solution system αZrO_X (αZr[ ]_(1-X)O_X; [ ] = vacancy; 0 ≤X ≤1/2). The cluster expansion method was used for ground state analysis, and to calculate the phase diagram. The predicted diagram has four ordered ground-states in the range 0 ≤X ≤1/2, but one of these, at X=5/12, is predicted to disproportionate at T≈20 K, well below the experimentally investigated range T ≈420 K. Thus, at T≳420 K, the first-principles based calculation predicts three ordered phases rather than the four that have been reported by experimentalists.


Journal of Physics and Chemistry of Solids | 1996

Development of a Kohn-Sham like potential in the self-consistent atomic deformation model

M. J. Mehl; Harold T. Stokes; L. L. Boyer

Abstract This is a brief description of how to derive the local ‘atomic’ potentials from the Self-Consistent Atomic Deformation (SCAD) model density functional. Particular attention is paid to the spherically averaged case.


Journal of the Physical Society of Japan | 1999

Ab Initio Calculation of Spin Gap Behavior in CaV4O9

C. Stephen Hellberg; Warren E. Pickett; L. L. Boyer; Harold T. Stokes; Michael J. Mehl

Second neighbor dominated exchange coupling in CaV 4 O 9 has been obtained from ab initio density functional (DF) calculations. A DF-based self-consistent atomic deformation model reveals that the nearest neighbor coupling is small due to strong cancellation among the various superexchange processes. Exact diagonalization of the predicted Heisenberg model yields spin-gap behavior in good agreement with experiment. The model is refined by fitting to the experimental susceptibility. The resulting model agrees very well with the experimental susceptibility and triplet dispersion.


Ferroelectrics | 1995

Using symmetry in frozen phonon calculations

Harold T. Stokes

Software has been developed which applies group-theoretical methods to the calculation of phonon spectra. The software draws on a large data base which includes information on each of the 230 crystallographic space groups and their irreducible representations. The software finds the optimal phonon modes for the frozen-phonon energy calculations.


Ferroelectrics | 1995

Self-Consistent potential induced breathing model calculations for longitudinal modes in MgO

L. L. Boyer; Harold T. Stokes; M. J. Mehl

The self-consistent potential-induced breathing model is applied to calculate vibrational modes in MgO using the frozen phonon method. The model gives the frequency difference between longitudinal and transverse optic modes expected for a non-polarizable ion system, which removes a deficiency in the earlier non-self-consistent potential-induced breathing model. For large amplitudes the longitudinal optic mode energy is lowered from its harmonic value by charge transfer.


Journal of the American Ceramic Society | 1996

A Model to Compute Phase Diagrams in Oxides with Empirical or First‐Principles Energy Methods and Application to the Solubility Limits in the CaO–MgO System

Patrick D. Tepesch; A. F. Kohan; Gerardo D. Garbulsky; Gerbrand Ceder; Crystal Coley; Harold T. Stokes; L. L. Boyer; Michael J. Mehl; Benjamin P. Burton; Kyeongjae Cho; John D. Joannopoulos


Archive | 2012

First Principles Phase Diagram Calculations for the Octahedral-Interstitial System ZrO_X, 0 ≤ X ≤ 1/2

Benjamin P. Burton; Axel van de Walle; Harold T. Stokes


Archive | 2009

First-Principles Study of the Mechanism for B4-to-B1 Phase Transformation in AlN

Bin Xu; Jianjun Dong; Harold T. Stokes; Dorian M. Hatch


Archive | 2004

Theoretical study of transformation pathways of SiC at high-pressure

Jianjun Dong; Dorian M. Hatch; Harold T. Stokes; James P. Lewis


Archive | 2003

Transitions in SiC

Jesse Gunter; James P. Lewis; Harold T. Stokes; Dorian M. Hatch

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L. L. Boyer

United States Naval Research Laboratory

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Michael J. Mehl

United States Naval Research Laboratory

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Benjamin P. Burton

National Institute of Standards and Technology

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James P. Lewis

West Virginia University

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M. J. Mehl

United States Naval Research Laboratory

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A. F. Kohan

Massachusetts Institute of Technology

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