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Search Publications by: Eric L. Shirley (Fed)

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Displaying 151 - 175 of 192

Optical Properties of Materials: A Sampling of NIST Contributions

January 1, 2000
Author(s)
Thomas A. Germer, R Gupta, Leonard M. Hanssen, Eric L. Shirley
Optics has found an extremely wide range of applications in industry and science, and the properties of the materials that make up optical instruments are key to their performance. Examples include glass for optical instrumentation such as telescopes and

The Optical Properties of Materials

January 1, 2000
Author(s)
Eric L. Shirley, J R. Chelikowsky, S G. Louie, G Martinez
This is the end material (e.g. title page, index) for the Materials Research Society Proceedings of a Symposium that the NIST author co-organized.

A Band-Structure-Based Approach to Modeling X-Ray Absorption, Fluorescence, and Resonant Inelastic Scattering

August 1, 1999
Author(s)
Eric L. Shirley, J A. Carlisle, Steven R. Blankenship, R N. Smith, L J. Terminello, J J. Jia, T A. Callcott, D L. Ederer
X-ray optical processes in solids--absorption, fluorescence and resonantscattering--are modeled within a band-structure-basedapproach to describe electron states. The theory goes beyond a simpleone-electron treatment by considering self-energy corrections

Band Widening in Graphite

January 1, 1999
Author(s)
C Heske, R Treusch, F J. Himpsel, S Kakar, L J. Terminello, H J. Weyer, Eric L. Shirley

Theory of Optical Absorption with Electron-Hole Attraction

November 1, 1998
Author(s)
Eric L. Shirley, L Benedict, Robert B. Bohn
This work presents calculations of the optical absorption spectra of semiconductors and insulators. The background and underlying physics are discussed, and the efficient computational method used is sketched. Results for eight solids are presented and

Revised Formulas for Diffraction Effects With Point and Extended Sources

October 1, 1998
Author(s)
Eric L. Shirley
Revised formulas to estimated diffraction effects in radiometry for point and extended sources are derived. They are found to work as well as or better than previous formulas. In some instances the formulas can be written in closed form; otherwise, their
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