The charge on dislocations in alkali halides for the case of a saturated region

C. Ruíz Mejía; L. Cota Araiza; F. Broder; R. R. Mijangos

doi:10.1002/pssb.2220910239

The charge on dislocations in alkali halides for the case of a saturated region

C. Ruíz Mejía^*, L. Cota Araiza, F. Broder, R. R. Mijangos

^*Autor correspondiente de este trabajo

Departamento de Investigación en Física

Producción científica: Contribución a una revista › Artículo › revisión exhaustiva

1 Cita (Scopus)

Resumen

The case of a charged dislocation with a saturated region is considered, allowing for the discrete nature of charges and defects on the core of the dislocation. The potential due to the charged dislocation is obtained by combining the results of Kliewer and Koehler with those of Whitworth. The method used in this case to determine the charge on the dislocation, is the same as that of Whitworth.

Idioma original	Inglés
Páginas (desde-hasta)	705-711
Número de páginas	7
Publicación	physica status solidi (b)
Volumen	91
N.º	2
DOI	https://doi.org/10.1002/pssb.2220910239
Estado	Publicada - 1 feb. 1979

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abstract = "The case of a charged dislocation with a saturated region is considered, allowing for the discrete nature of charges and defects on the core of the dislocation. The potential due to the charged dislocation is obtained by combining the results of Kliewer and Koehler with those of Whitworth. The method used in this case to determine the charge on the dislocation, is the same as that of Whitworth.",

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AU - Araiza, L. Cota

AU - Broder, F.

AU - Mijangos, R. R.

PY - 1979/2/1

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N2 - The case of a charged dislocation with a saturated region is considered, allowing for the discrete nature of charges and defects on the core of the dislocation. The potential due to the charged dislocation is obtained by combining the results of Kliewer and Koehler with those of Whitworth. The method used in this case to determine the charge on the dislocation, is the same as that of Whitworth.

AB - The case of a charged dislocation with a saturated region is considered, allowing for the discrete nature of charges and defects on the core of the dislocation. The potential due to the charged dislocation is obtained by combining the results of Kliewer and Koehler with those of Whitworth. The method used in this case to determine the charge on the dislocation, is the same as that of Whitworth.

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The charge on dislocations in alkali halides for the case of a saturated region

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