2015
DOI: 10.1063/1.4936175
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Four-fold symmetric anisotropic magnetoresistance of single-crystalline Ni(001) film

Abstract: Temperature, current-direction, and film-thickness dependent anisotropic magnetoresistance measurements were performed on single-crystalline face-centered-cubic nickel films. An additional four-fold symmetry was confirmed besides the typical two-fold term even at room temperature. The angular-dependent longitudinal resistivity resolves into a two-fold term, which varies as a function of current direction, and a four-fold term, which is isotropically independent of current direction. The experimental results ar… Show more

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Cited by 16 publications
(19 citation statements)
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“…2.4 may not be appropriate for single crystalline films due to the band structure influence on AMR [79]. In such samples AMR can exhibit additional four-fold symmetry [80][81][82][83], asymmetric behaviour [84], and strong dependence on the angle between the current and crystalline axis [80][81][82][83][84][85]. In both poly and single crystalline films typically ∆R > 0 [86], although there are exceptions [79,87], and while the effect of AMR is small compared to GMR or TMR in multilayer structures, in monolayers AMR is the dominate effect and is typically as large as a few percent, although this depends on, amongst other factors, the material, sample geometry and temperature [79], for example as the film thickness decreases, AMR decreases [88].…”
Section: Anisotropic Magnetoresistancementioning
confidence: 99%
“…2.4 may not be appropriate for single crystalline films due to the band structure influence on AMR [79]. In such samples AMR can exhibit additional four-fold symmetry [80][81][82][83], asymmetric behaviour [84], and strong dependence on the angle between the current and crystalline axis [80][81][82][83][84][85]. In both poly and single crystalline films typically ∆R > 0 [86], although there are exceptions [79,87], and while the effect of AMR is small compared to GMR or TMR in multilayer structures, in monolayers AMR is the dominate effect and is typically as large as a few percent, although this depends on, amongst other factors, the material, sample geometry and temperature [79], for example as the film thickness decreases, AMR decreases [88].…”
Section: Anisotropic Magnetoresistancementioning
confidence: 99%
“…The extrinsic contributions due to impurity scattering, including skew scattering and side jump, have been identified, as has the intrinsic mechanism that results from the Berry curvature [8] of the energy bands. In contrast, the microscopic understanding of AMR is still unsatisfactory after a long history of study, especially in single-crystal materials [9][10][11][12][13][14][15][16][17][18]. Phenomenologically, AMR can be described by a conductivity tensor, which is a function of the magnetization and current directions with respect to the crystallographic axes [2,3].…”
mentioning
confidence: 99%
“…Moreover, the γ yz scan shows the superposition of two-and four-fold contributions. The four-fold contribution of the ADMR curve cannot exist in the polycrystalline film, and has only been reported for single-crystalline films such as Fe 3 O 4 [33,34], (Ga,Mn)As [35], Ni [36], Fe 4 N [37], and Co 2 MnSi [38]. The ADMR curves of epitaxial Fe films in all α xy , β xz and γ yz scans can be expressed by the following equation:…”
Section: Resultsmentioning
confidence: 99%
“…The thickness-dependent four-fold anisotropic resistivity Δρ 4 can be also determined by fitting the experimental ADMR curves using equation (1), as presented in figure 4(a). It is clear that the fitted Δρ [33,34], (Ga,Mn)As [35], Ni [36], Fe 4 N [37], and Co 2 MnSi [38], but all these studies focused on the measurements in α xy scans. Our measurements showed that four-fold symmetry could exist in all α xy , β xz , and γ yz scans.…”
Section: Equations (3) and (4) Can Explain Whymentioning
confidence: 99%