Dependence of hard-axis anisotropy field on domain wall width for current-induced domain wall motion in nanowires
Source abstract
Abstract
Abstract The dependence of the hard-axis anisotropy field on the domain wall width for current-induced domain wall motion in perpendicularly magnetized anisotropic nanowires was investigated using micromagnetic simulations. The hard-axis anisotropy field in nanowires was estimated by varying the magnetic anisotropy constant and the exchange stiffness constant, and the hard-axis anisotropy constant was calculated from the energy differences of the Bloch and Neel walls. As a result, when the stable domain wall is a Bloch wall, the hard-axis anisotropy field and the intrinsic critical current velocity decrease with increasing domain wall width, whereas when the stable domain wall is a Neel wall, they increase with increasing domain wall width. It was clarified that the intrinsic critical current velocity can be expressed as a function of the domain wall width, even though the analytical solution indicated that the critical current velocity would be monotonically reduced by decreasing the domain wall width.
Source: openaire · Quality: candidate unverified · Source record ↗
Research context
OpenAlex topics: Magnetic properties of thin films · Physics of Superconductivity and Magnetism · Magnetic Properties and Applications
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References (17)
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1. Slonczewski · Journal of Magnetism and Magnetic Materials · 1996 · 159 · L110.1016/0304-8853(96)00062-5 ↗
2. Berger · Physical Review B · 1996 · 54 · 935310.1103/PhysRevB.54.9353 ↗
3. Yamaguchi · Physical Review Letters · 2004 · 92 · 07720510.1103/PhysRevLett.92.077205 ↗
4. S.S. Parkin, US Patent no. 6834005, 2004.
5. Tanigawa · Applied Physics Express · 2008 · 1 · 01130110.1143/APEX.1.011301 ↗
6. Tanigawa · Applied Physics Express · 2009 · 2 · 05300210.1143/APEX.2.053002 ↗
7. Moore · Applied Physics Letters · 2008 · 93 · 26250410.1063/1.3062855 ↗
8. Ravelosona · Applied Physics Letters · 2007 · 90 · 07250810.1063/1.2450664 ↗
9. Fukami · Journal of Applied Physics · 2008 · 103 · 07E71810.1063/1.2830964 ↗
10. Komine · Journal of Applied Physics · 2011 · 109 · 07D50310.1063/1.3545797 ↗
11. Yan · Physical Review Letters · 2010 · 104 · 05720110.1103/PhysRevLett.104.057201 ↗
12. Tretikaov · Physical Review Letters · 2010 · 105 · 15720110.1103/PhysRevLett.105.157201 ↗
13. Tatara · Physical Review Letters · 2004 · 92 · 08660110.1103/PhysRevLett.92.086601 ↗
14. Jung · Applied Physics Letters · 2008 · 92 · 20250810.1063/1.2926664 ↗
15. Komine · Journal of Magnetism and Magnetic Materials · 2010 · 322 · 296910.1016/j.jmmm.2010.05.015 ↗
16. Fukami · IEEE Transactions on Magnetics · 2008 · 44 · 253910.1109/TMAG.2008.2002370 ↗
17. Takahashi · Journal of the Magnetics Society of Japan · 2011 · 35 · 36610.3379/msjmag.1106R007 ↗