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JOURNALS // Applied Mathematics & Physics // Archive

Applied Mathematics & Physics, 2023, Volume 55, Issue 4, Pages 354–360 (Mi pmf399)

PHYSICS. MATHEMATICAL MODELING

Hopping conductivity in single crystals of eutectic composite $(InSb)_{98.2} - (NiSb)_{1.8}$

A. V. Borisenko

Belgorod National Research University

Abstract: The eutectic composite material $(InSb)_{98.2} - (NiSb)_{1.8}$ was obtained. The material consists of a single crystal InSb semiconductor matrix and oriented $NiSb$ needles. By X-ray diffraction, it was found that the $InSb$ semiconductor matrix had a zinc blende structure $F43m$ with a crystal lattice parameter equal to $a = 6.49(1)$ Å. The $NiSb$ needles had a hexagonal structure of the nickel arsenide type $P63/mmc$, the unit cell parameters of the $NiSb$ needles were $a = 3.94(1), c = 5.14(1)$ Å. The electrical conductivity of eutectic composite material $(InSb)_{98.2} - (NiSb)_{1.8}$ was measured. The mechanisms of electrical conductivity were determined for a singlecrystal composite sample. The region of realization of the variable range hopping mechanism of Shklovsky-Efros was established in the absence of a magnetic field. The temperature of the beginning of the hopping conductivity was calculated $Ò\nu = 126.1 Ê$. Microscopic parameters were calculated for the sample $(InSb)_{98.2} - (NiSb)_{1.8}$ when the $NiSb$ needles were oriented parallel to the direction of the magnetic field and perpendicular to the direction of the current through the sample. Was determined the width of the Coulomb gap ∆ =$+- 6.3 meV$, the dielectric permittivity $ê = 11$, the density of the localized states $g_0 = 1.66$ · $1016 cm-3 meV-1$ and the localization radius $a = 245.8$ Å.

Keywords: indium antimonide, nickel antimonide, eutectic composite, Hall effect, hopping conductivity.

Received: 30.12.2023
Accepted: 30.12.2023

DOI: 10.52575/2687-0959-2023-55-4-354-360



© Steklov Math. Inst. of RAS, 2026