2001
DOI: 10.1103/physrevb.64.012504
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Vortex dynamics in regular arrays of asymmetric pinning centers

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Cited by 33 publications
(27 citation statements)
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“…30,31 Now let us consider the 2D problem of a lattice of inertial vortices interacting with a 2D array of asymmetric pinning sites, which can be modeled as two superposed square sublattices of strong and weak attractive potential. 12,13,15,16 The sublattices have a spacing d 0 ͑=1 here͒ and are shifted with respect to each other by a distance 0.36 d 0 , which is the same as the separation in the experimental sample. 15 All pinning centers are modeled by Gaussian potential wells with a decay length R p .…”
Section: B Sudden V Dc Reversal At Large I Rfmentioning
confidence: 99%
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“…30,31 Now let us consider the 2D problem of a lattice of inertial vortices interacting with a 2D array of asymmetric pinning sites, which can be modeled as two superposed square sublattices of strong and weak attractive potential. 12,13,15,16 The sublattices have a spacing d 0 ͑=1 here͒ and are shifted with respect to each other by a distance 0.36 d 0 , which is the same as the separation in the experimental sample. 15 All pinning centers are modeled by Gaussian potential wells with a decay length R p .…”
Section: B Sudden V Dc Reversal At Large I Rfmentioning
confidence: 99%
“…Either an array of triangular magnetic dots or an array of asymmetric antidotes can serve as pinning sites to trap the quantized flux lines to form a vortex array. [10][11][12][13][14][15][16][17][18][19][20][21] With a periodic and asymmetrical pinning potential, this vortex array rectifies the applied alternative current to produce dc voltage output V dc , just as what a diode does. The advantages of such a system are the following.…”
Section: Introductionmentioning
confidence: 99%
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“…Despite a great deal of theoretical efforts [11][12][13][14][15] aimed at the description of the ratchet dynamics of vortices in asymmetrical pinning potentials, these systems are still quite far from being completely understood. The vortex motion itself, in the presence of strong pinning sites, is still a subject of intense study.…”
Section: Introductionmentioning
confidence: 99%
“…When designing and operating a device capable of transverse rectification, experimenters can vary the orientation of the pinning lattice axes, the symmetry axes of the individual traps ͑if any͒, and the direction of the injected current ͑i.e., of the Lorentz force͒. Many have explored by numerical simulation the geometries best suited for the experimental implementation of this concept ͑Zhu et al, 2001;Reichhardt and Reichhardt, 2005͒. The most recent realizations of transverse fluxon rectifiers fall into two main categories.…”
Section: B Fluxon Rectification In 2d Arraysmentioning
confidence: 99%