Giant lattice softening at a Lifshitz transition in SrRuO
arXiv:2306.17835 · doi:10.1126/science.adf3348
Abstract
The interplay of electronic and structural degrees of freedom in solids is a topic of intense research. Experience and intuition suggest that structural changes drive conduction electron behavior, because the large number of valence electrons dominate the structural properties. As part of a seminal paper written over sixty years ago, Lifshitz discussed an alternative possibility: lattice softening driven by conduction electrons at topological Fermi surface transitions. The effect he predicted, however, was small, and has not been convincingly observed. Using measurements of the stress-strain relationship in the ultra-clean metal SrRuO, we reveal a huge softening of the Young's modulus at a Lifshitz transition of a two-dimensional Fermi surface, and show that it is indeed entirely driven by the conduction electrons of the relevant energy band.
42 pages, 16 figures (including supplementary information)
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Cited by in corpus (8)
- High-order Van Hove singularities and their connection to flat bands
- Using strain to uncover the interplay between two- and three-dimensional charge density waves in high-temperature superconducting YBaCuO
- Multipolar Fermi Surface Deformations in SrRuO Probed by Resistivity and Sound Attenuation: A Window into Electron Viscosity and the Collision Operator
- Resonant x-ray scattering study of charge-density wave correlations in YBaCuO under uniaxial stress
- Probing multipolar order in the candidate altermagnet MnF through the elastocaloric effect under strain
- Influence of Fermi Surface Geometry and Van Hove Singularities on the Optical Response of SrRuO
- Anisotropic scattering rates in strain-tuned SrRuO
- Strain Engineering of van Hove Singularity and Coupled Itinerant Ferromagnetism in Quasi-2D Oxide Superlattices