The electrical conductivity tensor of $\beta$-Ga2O3 analyzed by van der Pauw measurements: Inherent anisotropy, off-diagonal element, and the impact of grain boundaries
Christian Golz, Vanesa Hortelano, Fariba Hatami, W. Ted Masselink,, Zbigniew Galazka, and Oliver Bierwagen

TL;DR
This study precisely measures the electrical conductivity tensor of $eta$-Ga$_{2}$O$_{3}$, revealing near isotropy despite structural anisotropy, and examines how grain boundaries and scattering mechanisms influence anisotropic transport properties.
Contribution
The paper provides the first detailed experimental determination of the full conductivity tensor of $eta$-Ga$_{2}$O$_{3}$ using van der Pauw measurements and finite element simulations, including off-diagonal elements and grain boundary effects.
Findings
Conductivity tensor components are nearly isotropic with less than 6% deviation.
Off-diagonal conductivity element is approximately 3% of the diagonal elements.
Grain boundaries can induce higher anisotropies with energy barriers of several 10 meV.
Abstract
The semiconducting oxide -Gallium Oxide (-GaO) possesses a monoclinic unit cell whose low symmetry generally leads to anisotropic physical properties. For example, its electrical conductivity is generally described by a polar symmetrical tensor of second rank consisting of four independent components. Using van der Pauw measurements in a well-defined square geometry on differently-oriented high-quality bulk samples and the comparison to finite element simulations we precisely determine the ratio of all elements of the -GaO 3-dimensional electrical conductivity tensor. Despite the structural anisotropy a nearly isotropic conductivity at and above room temperature was found with the principal conductivities deviating from each other by less than 6% and the off-diagonal element being % of the diagonal ones. Analysis of the temperature…
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