Signatures of hydrodynamic flow of topological carriers in SnTe multi-terminal nanowires

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Hauptverfasser: Śnieżek, Dawid, Śliwa, Cezary, Dybko, Krzysztof, Wróbel, Jarosław, Dziawa, Piotr, Wojtowicz, Tomasz, Story, Tomasz, Wróbel, Jerzy
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Veröffentlicht: 2025
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author Śnieżek, Dawid
Śliwa, Cezary
Dybko, Krzysztof
Wróbel, Jarosław
Dziawa, Piotr
Wojtowicz, Tomasz
Story, Tomasz
Wróbel, Jerzy
author_facet Śnieżek, Dawid
Śliwa, Cezary
Dybko, Krzysztof
Wróbel, Jarosław
Dziawa, Piotr
Wojtowicz, Tomasz
Story, Tomasz
Wróbel, Jerzy
contents In this work, we used 20 nm thick CdTe/SnTe/CdTe [001] quantum wells to make 6- and 8-terminal nano-structures with the etched cross-junctions of sub-micron width with walls directed along the [10], [01], and [11] surface crystallographic directions. We studied the low-temperature quantum magneto-transport to investigate the impact of lateral confinement on the states of topological carriers. Calculations showed that for narrow SnTe channels, almost flat bands with small energy dispersion are formed, and in the case of the [11] direction, the dispersionless states are strongly localized at the mesa edges. The measurements indicated that a current path associated with trivial states inside the quantum well was considerably narrowed due to disorder, leading to a significant reduction in channel conductivity. Such a high-resistance cross-junction has been used for measurements of non-linear transport in non-local configurations. The dependence of the differential resistance $R_\text{d}$ on the direct current $I_\text{DC}$ flowing through a selected pair of contacts was studied. For temperatures $T<1$ K, first an increase and then a decrease followed by a minimum of $R_\text{d}$ were observed. This is a characteristic $R_\text{d}(I_\text{DC})$ relationship that is often considered as the signature of the hydrodynamic flow of a fermionic liquid in narrow quantum channels, which in the case of SnTe can be formed by topological states located entirely at the inner edges of a planar cross-junction.
format Preprint
id arxiv_https___arxiv_org_abs_2503_07039
institution arXiv
publishDate 2025
record_format arxiv
spellingShingle Signatures of hydrodynamic flow of topological carriers in SnTe multi-terminal nanowires
Śnieżek, Dawid
Śliwa, Cezary
Dybko, Krzysztof
Wróbel, Jarosław
Dziawa, Piotr
Wojtowicz, Tomasz
Story, Tomasz
Wróbel, Jerzy
Mesoscale and Nanoscale Physics
In this work, we used 20 nm thick CdTe/SnTe/CdTe [001] quantum wells to make 6- and 8-terminal nano-structures with the etched cross-junctions of sub-micron width with walls directed along the [10], [01], and [11] surface crystallographic directions. We studied the low-temperature quantum magneto-transport to investigate the impact of lateral confinement on the states of topological carriers. Calculations showed that for narrow SnTe channels, almost flat bands with small energy dispersion are formed, and in the case of the [11] direction, the dispersionless states are strongly localized at the mesa edges. The measurements indicated that a current path associated with trivial states inside the quantum well was considerably narrowed due to disorder, leading to a significant reduction in channel conductivity. Such a high-resistance cross-junction has been used for measurements of non-linear transport in non-local configurations. The dependence of the differential resistance $R_\text{d}$ on the direct current $I_\text{DC}$ flowing through a selected pair of contacts was studied. For temperatures $T<1$ K, first an increase and then a decrease followed by a minimum of $R_\text{d}$ were observed. This is a characteristic $R_\text{d}(I_\text{DC})$ relationship that is often considered as the signature of the hydrodynamic flow of a fermionic liquid in narrow quantum channels, which in the case of SnTe can be formed by topological states located entirely at the inner edges of a planar cross-junction.
title Signatures of hydrodynamic flow of topological carriers in SnTe multi-terminal nanowires
topic Mesoscale and Nanoscale Physics
url https://arxiv.org/abs/2503.07039