1995
DOI: 10.1002/pssb.2221910112
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On the Dielectric Constants of AIBIIIC Chalcopyrite Semiconductor Compounds

Abstract: Values of the static, E~, and high-frequency, E,, dielectric constants of I-111-VI, chalcopyrite compounds are estimated by using an empirical model proposed by Nag for cubic semiconductors, which relates these constants to the average atomic number of its constituent atoms Zav. It is found, as in the cubic semiconductors, that the inverse of both these constants is linearly related to Zav. It is also suggested that E~ and E , thus obtained should be more reliable than those calculated from the energy gap E,, … Show more

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Cited by 64 publications
(37 citation statements)
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“…The result indicates that as-obtained CuInS nanorods are too large for quantum con"nement, and in fact the Bohr exciton radius for CuInS is 3.2 nm, which can be calculated according to Refs. (26,27). The average particle diameter, as calculated from the maximum of the absorption curve ( "825 nm), is 21 nm (28), which is consistent with the TEM and XRD results.…”
Section: Resultsmentioning
confidence: 55%
“…The result indicates that as-obtained CuInS nanorods are too large for quantum con"nement, and in fact the Bohr exciton radius for CuInS is 3.2 nm, which can be calculated according to Refs. (26,27). The average particle diameter, as calculated from the maximum of the absorption curve ( "825 nm), is 21 nm (28), which is consistent with the TEM and XRD results.…”
Section: Resultsmentioning
confidence: 55%
“…From the Mott criterium p [15], and a relative dielectric constant k 11.3 [16]. Thus, our samples fall well in the insulating side and hopping conduction is to be expected.…”
Section: Resultsmentioning
confidence: 99%
“…Furthermore, it is of fundamental importance for the behavior of charge carriers, dopants, defects and impurities in insulators and semiconductors. Previous researchers [18][19][20][21] have shown that the dielectric constants of solid-state compounds are correlated with the atomic number of constituent atoms. This is based on the fact that dielectric constant of a solid may be expressed in terms of the polarizability of its constituent atoms˛i,…”
Section: Dielectric Constantmentioning
confidence: 99%