2013
DOI: 10.1038/nnano.2013.66
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Dynamic switching of the spin circulation in tapered magnetic nanodisks

Abstract: Magnetic vortices are characterized by the sense of in-plane magnetization circulation and by the polarity of the vortex core. With each having two possible states, there are four possible stable magnetization configurations that can be utilized for a multibit memory cell. Dynamic control of vortex core polarity has been demonstrated using both alternating and pulsed magnetic fields and currents. Here, we show controlled dynamic switching of spin circulation in vortices using nanosecond field pulses by imaging… Show more

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Cited by 112 publications
(76 citation statements)
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“…The vortex state can be controlled by applying a static out-of-plane (polarity control 8 ) or in-plane (circulation control 9 ) magnetic fields, although the amplitude of these fields can be quite large. However, both the polarity and the circulation can be switched more effectively by using fast-rising magnetic fields 10,11 .…”
Section: Introductionmentioning
confidence: 99%
See 1 more Smart Citation
“…The vortex state can be controlled by applying a static out-of-plane (polarity control 8 ) or in-plane (circulation control 9 ) magnetic fields, although the amplitude of these fields can be quite large. However, both the polarity and the circulation can be switched more effectively by using fast-rising magnetic fields 10,11 .…”
Section: Introductionmentioning
confidence: 99%
“…We have recently demonstrated 11 , that this can be achieved by using a fast rising in-plane magnetic field pulse that drives the vortex core into far-from-equilibrium gyrotropic precession and annihilates the vortex during the first half-period of the precessional motion at the disk boundary. The resulting circulation of a new vortex is controlled by a disk asymmetry in the form of a thickness gradient and by the direction of the magnetic field pulse.…”
Section: Introductionmentioning
confidence: 99%
“…Vortex gyration, which can be induced by magnetic or current field pulses in confined magnetic elements, such as circles, squares, ellipses and rectangles are perfectly repeatable and suited for that. Controlling both the polarity, i.e., the vortex core orientation [35] and the circularity, i.e., the sense of rotation of the in-plane spin configuration [36] was demonstrated, although details in these processes, which occur on much faster time scales, are still experimentally inaccessible with current x-ray microscopies. The dynamics of stochastic or non-deterministic processes, which are the more general case for spin dynamics is still not accessible either.…”
Section: What Has Been Achieved So Far With Magnetic X-ray Microscopimentioning
confidence: 99%
“…The magnetic vortex is characterized by an in-plane circulating domain structure, the circularity c, which rotates either clockwise (CW, c ¼ þ 1) or counter-clockwise (CCW, c ¼ À 1) and an out-of-plane magnetization, the polarity p pointing either up (p ¼ þ 1) or down (p ¼ À 1) [12][13][14][15][16][17][18] . In the context of skyrmions, the magnetic vortex structure (VS) can be described by a topological charge, the skyrmion number of np/2 ¼ ±1/2 with the winding number of n ¼ H [a (f)/2p]dS ¼ þ 1 (refs 19-21).…”
mentioning
confidence: 99%