Impurity-induced Friedel oscillations in altermagnets and $p$-wave magnets
Pavlo Sukhachov, Jacob Linder

TL;DR
This paper studies impurity-induced Friedel oscillations in altermagnets and p-wave magnets, revealing unique features that can help characterize their spin splitting and band structure through tunneling experiments.
Contribution
It provides a detailed analysis of Friedel oscillations and local magnetization patterns in altermagnets and p-wave magnets, highlighting their distinct signatures and potential for experimental identification.
Findings
Friedel oscillations reflect altermagnetic spin splitting and symmetry.
LDOS patterns in p-wave magnets show anisotropy and doubled periods.
Results aid in probing altermagnets and p-wave magnets via tunneling.
Abstract
We investigate the Friedel oscillations of the local density of states (LDOS) induced by a single impurity with both a spin-independent potential and an exchange coupling to the electrons in altermagnets and unconventional -wave magnets. We identify features that make the Friedel oscillations and magnetization distinct from other materials with nontrivial spin texture such as Rashba metals. Because time-reversal symmetry is broken in altermagnets, both magnetic and nonmagnetic impurities lead to local magnetization with the spatial pattern that reflects the symmetry of the altermagnetic splitting. The period of the corresponding oscillations provides an alternative way to quantify the altermagnetic spin splitting and the shape of the altermagnetic bands. The LDOS pattern in -wave magnets, which respect combined time-reversal and translation symmetries, is rich. It reveals…
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