APS March Meeting 2010
Volume 55, Number 2
Monday–Friday, March 15–19, 2010;
Portland, Oregon
Session Q8: Magnonics: Spin Wave Processes in Magnetic Materials
11:15 AM–2:15 PM,
Wednesday, March 17, 2010
Room: Portland Ballroom 255
Sponsoring
Unit:
GMAG
Chair: Olle Heinonen, Seagate Technology
Abstract ID: BAPS.2010.MAR.Q8.1
Abstract: Q8.00001 : Photo-magnonics: excitation of magnonic materials by femtosecond laser pulses
11:15 AM–11:51 AM
Preview Abstract
Abstract
Author:
Markus Muenzenberg
(I. Phys. Institute, Goettingen University)
Analogue the photonic crystals, a periodic modification of a magnetic
material is prepared by forming an anti-dot lattice for spin waves. The
resulting bands are generally complex in the magnetic case because of
different dispersions along different magnetization directions (backward
volume and Damon-Eshbach mode). They depend on the variation strength of the
periodic magnetostatic potential. All-optical femtosecond laser experiments
allow the excitation of spin-waves with comparable amplitudes as field pulse
and resonance techniques today. It is a promising valuable alternative
method to study spin-waves and their relaxation paths in a magnonic
material. Laser pulses with a duration of 60 fs from a Ti:Sapphire
regenerative laser system are used for optical excitation (pump pulse) as
well as for the observation of the subsequent magnetic relaxation (probe
pulse). The initial local single spin-flip excitation is subsequently
decaying into spin waves lower in energy within the pico- and nanosecond
regime over a wide spectral range. In focus of our investigation is the
propagation and localization of dipolar surface modes (Damon-Eshbach) in
thin Nickel and (low damped) CoFeB film cubic and hexagonal lattice
structures. Their mode dispersion is measured by applying different magnetic
fields which shift the energy of the mode and allows identifying them. We
find well defined modes in the condensed state with a specific pronounced
k-value determining the properties of the propagating spin wave. One example
for a distinct modification of the magnonic periodic structure is a line
defect that can function as a wave guide inside the magnonic gap region. An
increased intensity of the Damon Eshbach mode by a factor of two is found in
the wave guide region. A study of these wave guides will allow to
specifically design the material properties, making magnonic materials the
material of choice for advanced spin computing devices.
To cite this abstract, use the following reference: http://meetings.aps.org/link/BAPS.2010.MAR.Q8.1