Spin-Injection-Generated Shock Waves and Solitons in a Ferromagnetic Thin Film
Mingyu Hu, Ezio Iacocca, and Mark Hoefer

TL;DR
This paper investigates nonlinear magnetization dynamics in a ferromagnetic thin film driven by spin injection, revealing the formation of shock waves, solitons, and steady states, which are relevant for long-distance spin transport.
Contribution
It provides a comprehensive analysis of injection-induced nonlinear magnetization dynamics, including the formation of shock waves and solitons, using numerical simulations and theoretical insights.
Findings
Identification of rarefaction waves, dispersive shock waves, and solitons in the dynamics.
Discovery of a contact soliton DEF at the injection boundary.
Observation of sustained soliton-train dynamics under magnetic fields.
Abstract
Unsteady nonlinear magnetization dynamics are studied in an easy-plane ferromagnetic channel subject to spin injection at one edge. The model Landau-Lifshitz equation is known to support steady-state solutions, termed dissipative exchange flows (DEFs) or spin superfluids. In this work, by means of numerical simulations and theoretical analysis, we provide a full description of the injection-induced, large-amplitude, nonlinear magnetization dynamics up to the steady state. The dynamics prior to reaching steady state are driven by spin injection, the perpendicular applied magnetic field, the exchange interaction, and local demagnetizing fields. We show that the dynamics take well-defined profiles in the form of rarefaction waves (RW), dispersive shock waves (DSW), and solitons. The combination of these building blocks depends on the interplay between the spin injection strength and the…
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