1996
DOI: 10.1002/crat.2170310619
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A Simple Model for Evaluation of Electronic Polarizabilities of Chalcopyrity Semiconductors

Abstract: Simple correlations bctwcm the cncrgy gap, optical electronegativity and thc rcfractive index arc givcn for some ternary chalcopyrite scmiconductors. Rcfractive indices and electronic polarizabilities arc cvaliiat,ctl. Rrsults arc iri good agrcemcrit (&5.3%) with the expsrirrierital values, better than those of thc vahics (*19.5-28%) iisirig h o d chargc: rriodcl arid plasma frcquency formalism.

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Cited by 17 publications
(3 citation statements)
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“…In the literature, many models [21][22][23][24] based on the concept of optical electronegativity and other parameters that should be enough to study the main properties of ionic crystals and semiconductors with the use of some numerical constants. Moreover, there are many attempts that have been carried out to correlate the bulk modulus (B) of chalcopyrite and compound semiconductors with other physical parameters such as optical band gap (E g ), refractive index (n) and electronegativity (w) [25].…”
Section: Introductionmentioning
confidence: 99%
“…In the literature, many models [21][22][23][24] based on the concept of optical electronegativity and other parameters that should be enough to study the main properties of ionic crystals and semiconductors with the use of some numerical constants. Moreover, there are many attempts that have been carried out to correlate the bulk modulus (B) of chalcopyrite and compound semiconductors with other physical parameters such as optical band gap (E g ), refractive index (n) and electronegativity (w) [25].…”
Section: Introductionmentioning
confidence: 99%
“…where ๐‘ is the number of unit cells per cm 3 and ๐œ€ av is the average dielectric constant, i.e., ๐œ€ av (ABC 2 ) = (๐œ€ AC + ๐œ€ BC )/2, ๐œ€ AC = 1+( ๐œ” p,AC /๐ธ g,AC ) 2 and ๐œ€ BC = 1 + ( ๐œ” p,BC /๐ธ g,BC ) 2 . The relationship of the electronic polarizability ๐›ผ with bulk modulus ๐ต, molecular weight ๐‘€ and density ๐œŽ has been proposed by Reddy et al [34] for binary and ternary semiconductors, [22,34]…”
mentioning
confidence: 99%
“…Chemla [18] and Kumar et al [19] have calculated the electronic polarisability of compounds and chalcopyrite semiconductors. Electronic polarisability of different crystals has been calculated by several authors [20][21][22][23][24] using dielectric theory of Phillips [25][26][27][28][29] and VanVechten [30,31] and bond charge model of Levine. Recently Kumar et al [32] and Reddy et al [21] have suggested semiempirical formula for bulk modulus of these compounds.…”
mentioning
confidence: 99%