Calculating the Density Energy of Se100-XGeX and Se62Ge35X3 Semiconductor Materials

In this paper, chalcogenide glasses are studied using a range of experimental techniques for the purpose of understanding their electrical properties with the aim of providing new strategies for producing a new class of electronic devices made of advanced amorphous materials. The electrical properti...

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Bibliographic Details
Published inJournal of physics. Conference series Vol. 2754; no. 1; pp. 012013 - 12024
Main Authors Hasan Azzawi, Jannah, Ayad Abdulmajeed, Marwa, Mahdi Wadi, Kassim, Ali Jasim, Kareem, Shaban, Auday H.
Format Journal Article
LanguageEnglish
Published Bristol IOP Publishing 01.05.2024
Subjects
Amorphous materials
Antimony
Bismuth
chalcogenide glasses
Chalcogenides
Density
density of energy states
density of extended
Electrical conduction
electrical conductivity
Electrical measurement
Electrical properties
High temperature
local states
Semiconductor materials
Tin
Transport properties
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Summary:In this paper, chalcogenide glasses are studied using a range of experimental techniques for the purpose of understanding their electrical properties with the aim of providing new strategies for producing a new class of electronic devices made of advanced amorphous materials. The electrical properties of chalcogenide glass are very low cost to produce competitive devices; hence, a deeper understanding of their electrical transport properties may provide the necessary insight to enhance merit. For this purpose, the electrical properties studied by some researchers were relied upon, mathematical equations were performed and the program is designed to compute the energy state density in both extended and localized systems region of Se100-xGex with (x = 5, 25, 28, 30 and 38) and Se62Ge35X3 glasses (where X is Sb, Sn, or Bi) in different concentrations. Characterizing the electrical properties of Se100-xGex and Se62Ge35X3 glasses use to determine the density of energy states. The results of electrical measurements confirmed the presence of two mechanisms of electrical conduction: conduction in extended states at high temperatures and conduction in localized states at medium temperatures. Effective substitution results in a change in the local and extended state coefficients. This effect was measured as a function of concentration.
ISSN:1742-6588
1742-6596
DOI:10.1088/1742-6596/2754/1/012013