# Parametric pumping of spin waves by acoustic waves

**Authors:** Pratim Chowdhury (Oregon State University), Albrecht Jander (Oregon, State University), Pallavi Dhagat (Oregon State University)

arXiv: 1702.06038 · 2017-02-21

## TL;DR

This paper reports the first experimental demonstration of parametric pumping of spin waves by acoustic waves in yttrium iron garnet, enabling new spintronic and microwave signal processing applications through nonlinear magnon-phonon interactions.

## Contribution

It provides the first experimental evidence of acoustic parametric pumping of spin waves, confirming classical theory and opening pathways for advanced spintronic device development.

## Key findings

- Observation of counter-propagating idler wave
- Identification of a quadratic pump threshold dependence
- Confirmation of nonlinear parametric pumping process

## Abstract

The linear and nonlinear interactions between spin waves (magnons) and acoustic waves (phonons) in magnetostrictive materials provide an exciting opportunity for realizing novel microwave signal processing devices and spintronic circuits. Here we demonstrate the parametric pumping of spin waves by acoustic waves, the possibility of which has long been theoretically anticipated but never experimentally realized. Spin waves propagating in a thin film of yttrium iron garnet (YIG), a magnetostrictive ferrimagnet with low spin and acoustic wave damping, are pumped using an acoustic resonator driven at frequencies near twice the spin wave frequency. The observation of a counter-propagating idler wave and a distinct pump threshold that increases quadratically with frequency non-degeneracy are evidence of a nonlinear parametric pumping process consistent with classical theory. This demonstration of acoustic parametric pumping lays the groundwork for developing new spintronic and microwave signal processing devices based on amplification and manipulation of spin waves by efficient, spatially localized acoustic transducers.

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Source: https://tomesphere.com/paper/1702.06038