Non-Fermi-liquid behavior and anomalous suppression of Landau damping in layered metals close to ferromagnetism
arXiv:1410.2539 · doi:10.1103/PhysRevLett.114.226404
Abstract
We analyse the low-energy physics of nearly ferromagnetic metals in two spatial dimensions using the functional renormalization group technique. We find a new low-energy fixed point, at which the fermionic (electron-like) excitations are non-Fermi-liquid () and the magnetic fluctuations exhibit an anomalous Landau damping whose rate vanishes as in the low- limit. We discuss this renormalization of the Landau-damping exponent, which is the major novel prediction of our work, and highlight the possible link between that renormalization and neutron-scattering data on UGe and related compounds. Implications of our analysis for YFeAl are also discussed.
5 pages, 3 figures; action modified to include spin of fermions, resulting in quantitative changes to exponents but same essential physics
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- Fluctuation Spectrum of Critical Fermi Surfaces
- Fermi liquids beyond the forward scattering limit: the role of non-forward scatterings for scale invariance and instabilities
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- Current Algebra Approach to 2d Chiral Metals
- Quantum criticality and non-Fermi liquids: the Wilsonian renormalization group perspective
- Anomalous quasiparticle lifetime in geometric quantum critical metals
- Phonon Induced Energy Relaxation in Quantum Critical Metals