MRS Meetings and Events

 

QT07.07.02 2024 MRS Spring Meeting

Structural Goldilocks Effect in The Ultra-Pure Topological Semimetal PtSn4

When and Where

Apr 24, 2024
2:00pm - 2:15pm

Room 448, Level 4, Summit

Presenter

Co-Author(s)

Samikshya Sahu1,Dong Chen1,Niclas Heinsdorf1,2,Mohamed Oudah1,Douglas Bonn1,Sarah Burke1,3,Alannah Hallas1

University of British Columbia1,Max Planck Institute for Solid State Research2,The University of British Columbia3

Abstract

Samikshya Sahu1,Dong Chen1,Niclas Heinsdorf1,2,Mohamed Oudah1,Douglas Bonn1,Sarah Burke1,3,Alannah Hallas1

University of British Columbia1,Max Planck Institute for Solid State Research2,The University of British Columbia3
The Residual Resistivity Ratio (RRR) serves as a pivotal metric to gauge sample quality for metals, where RRR is the ratio of the resistivity at room temperature (~ 300 K) to the resistivity at base temperature (~ 0 K). For common metals like Au or Cu, transport behavior at 0 K primarily reflects the inherent defects and disorders within the material. Whereas at room temperature, the electronic transport is substantially influenced by other factors, such as phonons. Therefore, a sample with a high RRR can be valued as possessing fewer intrinsic defects and less disorder. However, such pristine materials are tough to come by and often require a lot of effort to optimize the crystal growth technique to make defect-free samples.<br/><br/>PtSn<sub>4 </sub>is a rare exception, and shows ultra-low resistivity around 2 K and remarkable RRR values exceeding 1000. One of the other dominating electronic properties of this material is its ultrahigh magnetoresistance (XMR), which onsets at 30 K. Magnetoresistance (MR) is the resistance that develops in a material as a response to the application of the magnetic field. PtSn<sub>4</sub> is also classified as a novel topological semimetal and hosts Dirac arcs in its momentum space such that the conduction and valence band touch in loops and not at a point or line. Previous studies have linked this high mobility and XMR in PtSn<sub>4</sub> to its distinctive Fermi surface and the band dispersion of nodal arc surface states. Yet, despite numerous reports suggesting a connection between these surface states and electronic transport properties, a clear physical relationship remains elusive. Therefore, it is crucial to understand the origin of the high mobility and XMR in PtSn<sub>4</sub>, which will also shed light on the underlying relation between the non-trivial band topology and experimentally observed electrical transport properties in PtSn<sub>4</sub>.<br/><br/>Through this work on PtSn<sub>4</sub>, we aim to resolve the question about the origin of the high carrier mobility by perturbing the system using defects and chemical substitution. This approach allows to disentangle whether the high mobility in PtSn<sub>4</sub> originates from forbidden backscattering, which results from topologically protected surface states, or whether it is related to an unusually low defect density. Using electrical transport measurements, scanning tunneling microscopy (STM) and density functional theory (DFT) calculation we confirm that PtSn<sub>4</sub> is remarkably robust against chemical substitution and resistant to defect introduction into its lattice. Comparing it with AuSn<sub>4</sub> and IrSn<sub>4</sub>, which form locally similar structures to PtSn<sub>4</sub>, we find significantly lower RRR values in the latter two. This highlights the uniqueness of the PtSn<sub>4</sub> structure. The high electron mobilities in PtSn<sub>4</sub> can be attributed to the defect-intolerant Pt layers, which dominate electronic transport. Our STM mappings quantitatively assess the defect concentration in PtSn<sub>4</sub>, revealing surprisingly low defects in the Pt layers compared to higher concentrations in the Sn layers. DFT calculations corroborate these findings, showing higher defect formation energies for Sn within the PtSn<sub>4</sub> lattice and the favorable energy associated with introducing defects into the AuSn<sub>4 </sub>structure. Thus, we conclude that the crystal chemistry in PtSn<sub>4</sub> is a good example of a structural Goldilocks effect where the naturally defect-intolerant layers support the long electron-free paths.

Keywords

defects | Pt

Symposium Organizers

Rafal Kurleto, University of Colorado Boulder
Stephan Lany, National Renewable Energy Laboratory
Stephanie Law, The Pennsylvania State University
Hsin Lin, Academia Sinica

Publishing Alliance

MRS publishes with Springer Nature