Third-order and fifth-order nonlinear spin-current generation in -wave and -wave altermagnets, and perfectly nonreciprocal spin-current in -wave magnets
arXiv:2411.16036 · doi:10.1103/PhysRevB.111.125420
Abstract
A prominent feature of -wave altermagnets is the pure spin current generated in the absence of spin-orbit interactions. In the context of symmetry, there are the -wave, the -wave, the -wave, the -wave, the -wave and the -wave magnets. In this paper, making an analytic study of two-band Hamiltonian systems coupled with electrons, we demonstrate unexpectedly that only the -th order nonlinear transverse spin current proportional to is generated in higher-wave symmetric magnets when the number of the nodes is . Here is applied electric field. The nonlinear spin current is essential provided the linear spin current is absent. Indeed, only the third-order nonlinear spin current is generated in -wave altermagnets, while only the fifth-order spin current is generated in -wave altermagnets. In particular, only the second-order nonlinear spin current is generated in -wave magnets, which leads to a perfect nonreciprocal spin current. On the other hand, there is no spin-current generation in -wave magnets.
arXiv comment13 pages, 4 figures
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