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Striped Electronic Phases in a Structurally Modulated Superlattice

Published September 12, 2024

Crystal structure of SrTa2S5, Illustration of intralayer electronic pairing, and Illustration of interlayer electronic pairing
Left: Crystal structure of SrTa2S5, Center: Illustration of intralayer electronic pairing, Right: Illustration of interlayer electronic pairing

Since the observation of Hofstadter’s Butterfly in graphene, scientists have been working on a veritable zoo of materials which can be exfoliated down to single atomic layers and then stacked together (van der Waals stacking). This creates an additional lattice pattern (superlattice) by combining the lattice structures of the underlying materials and has produced some incredible physics. However, building a computer chip in this manner is not really feasible leading scientists to work on growing bulk materials with these properties. This highlight describes the results of one such material.

What did scientists discover?

Scientists measured the Fermi surface of bulk crystalline SrTa2S5 to understand unique superconducting behaviors inside and between the material’s layers. Measurements showed that a unique mismatch between its layers affects the material's electronic states. This leads to surprising behaviors in electron mobility, quantum oscillations, and superconductivity.


Why is this important?

The properties of everyday materials (like metals, glass, and plastics) depend on how their electrons interact, either as free-moving valence electrons or bound in orbits around atoms. Understanding these interactions is crucial for developing new technologies and improving existing ones.


Who did the research?

A. Devarakonda 1,6, A. Chen1, D. Graf2, M. Kriener3, A.J. Akey4, D.C. Bell4, T. Suzuki5, J.G. Checkelsky1

1MIT; 2National MagLab; 3RIKEN; 4Harvard University; 5Toho University; 6Columbia University


Why did they need the MagLab?

The Fermi surface is a mathematical model that shows the energy level dividing occupied (bound) electron states from empty (unbound) ones, determining many properties of conducting materials. To measure the Fermi surface's size and shape, one of the best methods is to place the material in a changing magnetic field and measure the resulting quantum oscillations in magnetization, susceptibility, or resistance. Using a 31T magnet and a low-temperature cryostat, researchers gathered data to map the Fermi surface of SrTa2S5 and compare it to calculations. Achieving this requires very high magnetic fields in a low-temperature, low-noise environment like those available at the MagLab.


Details for scientists


Funding

This research was funded by the following grants: K. Amm (NSF DMR-2128556); J. Checkelsky (GBMF9070, DOE DE-SC0022028, ONR N00014-21-1-259); A. Devarakonda (Simons Foundation 855186); D.C. Bell (NSF DMR-1644779)


For more information, contact Tim Murphy.


Last modified on 12 September 2024