Börge Göbel (Publications)
2024
[42] I. R. de Assis, I. Mertig, B. Göbel
RC circuit based on magnetic skyrmions
arXiv pre-print: 2411.13061 (2024)
[41] B. Göbel, L. Schimpf, I. Mertig
Topological orbital Hall effect caused by skyrmions and antiferromagnetic skyrmions
arXiv pre-print: 2410.00820 (2024)
[40] B. Göbel, I. Mertig
Orbital Hall Effect Accompanying Quantum Hall Effect: Landau Levels Cause Orbital Polarized Edge Currents
Phys. Rev. Lett. 113, 146301 (2024)
[39] I. R. de Assis, I. Mertig, B. Göbel
Circular motion of noncollinear spin textures in Corbino disks: Dynamics of Néel- versus Bloch-type skyrmions and skyrmioniums
Phys. Rev. B 110, 064404 (2024)
[38] R. Saha, H. Meyerheim, B. Göbel, I. Mertig, S. Parkin
High-temperature Néel skyrmions in Fe3GaTe2 stabilized by Fe intercalation into the van der Waals gap
npj Spintronics 2, 21 (2024)
[37] G. Lazrak, B. Göbel, A. Barthélémy, I. Mertig, A. Johansson, M. Bibes.
Boosting the Edelstein effect of two-dimensional electron gases by ferromagnetic exchange
Phys. Rev. Res. 6, 023074 (2024)
[36] O. Busch, F. Ziolkowski, B. Göbel, I. Mertig, J. Henk
Ultrafast Orbital Hall Effect in Metallic Nanoribbons
Phys. Rev. Research 6, 013208 (2024)
2023
[35] S. Mallik*, B. Göbel*, H. Witt*, L. Vicente-Arche, S. Varotto, J. Bréhin, G. Ménard, G. Saďz, D. Tamsaout, A. Santander-Syro, F. Fortuna, F. Bertran, P. Le Fčvre, J. Rault, I. Boventer, I. Mertig, A. Barthélémy, N. Bergeal, A. Johansson, M. Bibes
Electronic band structure of superconducting KTaO3 (111) interfaces
APL Materials 11, 121108 (2023)
[34] I. Ribeiro de Assis, I. Mertig, B. Göbel
Skyrmion motion in magnetic anisotropy gradients: Acceleration caused by deformation
Physical Review B 108, 144438 (2023)
[33] O. Busch, I. Mertig, B. Göbel
Orbital Hall effect and orbital edge states caused by s electrons
Physical Review Research 5, 043052 (2023)
[32] V. Uzdin, D. Thonig, B. Göbel, P. Bessarab
Editorial: Nucleation and stability of exotic solitons in condensed matter
Frontiers in Physics 11, 1275990 (2023)
[31] B. Hazra, B. Pal, J.-C. Jeon, R. Neumann, B. Göbel, B. Grover, H. Deniz, A. Styervoyedov, H. Meyerheim, I. Mertig, S.-H. Yang, S. Parkin
Generation of out-of-plane polarized spin current by spin swapping
Nature Communications 14, 4549 (2023)
[30] I. Ribeiro de Assis, I. Mertig, B. Göbel
Biskyrmion-based artificial neuron
Neuromorphic Computing and Engineering 3, 014012 (2023)
2022
[29] S. Varotto*, A. Johansson*, B. Göbel*, L. Vicente-Arche, S. Mallik, J. Brehin, R. Salazar, F. Bertran, P. Fevre, N.Bergeal, J. Rault, I. Mertig, M. Bibes.
Direct visualization of Rashba-split bands and spin/orbital-charge interconversion at KTaO3 interfaces
Nature Communications 13, 6165 (2022)
[28] R. Saha, H. L. Meyerheim, B. Göbel, B. K. Hazra, H. Deniz, K. Mohseni, V. Antonov, A. Ernst, D. Knyazev, A. Bedoya-Pinto, I. Mertig, S. S. P. Parkin
Observation of Néel-type skyrmions in acentric self-intercalated Cr1+δTe2
Nature Communications 13, 3965 (2022)
[27] B. Pal*, B. K. Hazra*, B. Göbel*, J.-C. Jeon, A. K. Pandeya, A. Chakraborty, O. Busch, A. K. Srivastava, H. Deniz, J. M. Taylor, H. Meyerheim, I. Mertig, S.-H. Yang, S. S. P. Parkin.
Setting of the magnetic structure of chiral kagome antiferromagnets by a seeded spin-orbit torque.
Science Advances 8, eabo5930 (2022)
[26] J. Jena, B. Göbel, T. Hirosawa, S. Diaz, D. Wolf, T. Hinokihara, V. Kumar, I. Mertig, C. Felser, A. Lubk, D. Loss, S. Parkin.
Observation of fractional spin textures in a Heusler material.
Nature Communications 13, 2348 (2022)
2021
[25] O. Busch, B. Göbel, I. Mertig.
Spin Hall effect in noncollinear kagome antiferromagnets.
Physical Review B 104, 184423 (2021)
[24] B. Göbel, I. Mertig.
Quaternary-digital data storage based on magnetic bubbles in anisotropic materials.
Physical Review Applied 15, 064052 (2021)
[23] M. Raju, A. Petrović, A. Yagil, K. Denisov, N. Duong, B. Göbel, E. Şaşıoğlu, O. Auslaender, I. Mertig, I. Rozhansky, C. Panagopoulos.
Colossal topological Hall effect at the transition between isolated and lattice-phase interfacial skyrmions.
Nature Communications 12, 2758 (2021)
[22] A. Johansson, B. Göbel, J. Henk, M. Bibes, I. Mertig.
Spin and orbital Edelstein effects in a two-dimensional electron gas: Theory and application to SrTiO3 interfaces.
Physical Review Research 3, 013275 (2021)
[21] B. Göbel, I. Mertig.
Skyrmion ratchet propagation: Utilizing the skyrmion Hall effect in AC racetrack storage devices.
Scientific Reports 11, 3020 (2021)
[20] B. Göbel, I. Mertig, O. Tretiakov.
Beyond skyrmions: Review and perspectives of alternative magnetic quasiparticles.
Physics Reports 895, 1-28 (2021)
2020
[19] J. Jena*, B. Göbel*, V. Kumar, I. Mertig, C. Felser, S. Parkin.
Evolution and competition between chiral spin textures in nano-stripes with D2d symmetry.
Science Advances 6, eabc0723 (2020)
[18] P. Sivakumar, B. Göbel, E. Lesne, A. Markou, J. Gidugu, J. Taylor, H. Deniz, J. Jena, C. Felser, I. Mertig, S. Parkin.
Topological Hall Signatures of Two Chiral Spin Textures Hosted in a Single Tetragonal Inverse Heusler Thin Film.
ACS Nano 14, 13463 (2020)
[17] O. Busch, B. Göbel, I. Mertig.
Microscopic origin of the anomalous Hall effect in noncollinear kagome magnets.
Physical Review Research 2, 033112 (2020)
[16] B. Göbel, C. Akosa, G. Tatara, I. Mertig.
Topological Hall signatures of magnetic hopfions.
Physical Review Research 2 013315 (2020)
[15] J. Jena*, B. Göbel*, T. Ma, V. Kumar, R. Saha, I. Mertig, C. Felser, S. Parkin.
Elliptical Bloch skyrmion chiral twins in an antiskyrmion system.
Nature Communications 11, 1115 (2020)
[14] B. Göbel, A. Mook, J. Henk, I. Mertig.
Compensated Quantum and Topological Hall Effects of Electrons in Polyatomic Stripe Lattices.
Physica Status Solidi B 257, 1900518 (2020)
2019
[13] D. Vaz*, P. Noël*, A. Johansson*, B. Göbel*, F. Bruno, G. Singh, S. McKeown-Walker, F. Trier, L. Vicente-Arche, A. Sander, S. Valencia, P. Bruneel, M. Vivek, M. Gabay, N. Bergeal, F. Baumberger, H. Okuno, A. Barthélémy, A. Fert, L. Vila, I. Mertig, J. Attané, M. Bibes.
Mapping spin–charge conversion to the band structure in a topological oxide two-dimensional electron gas.
Nature Materials 18, 1187 (2019)
[12] B. Göbel*, A. F. Schäffer*, J. Berakdar, I. Mertig, S. S. P. Parkin.
Electrical writing, reading, and moving of magnetic skyrmioniums in a racetrack device.
Scientific Reports 9, 12119 (2019)
[11] B. Göbel, J. Henk, I. Mertig.
Forming magnetic biskyrmions by merging two skyrmions in a centrosymmetric nanodisk.
Scientific Reports 9, 9521 (2019)
[10] B. Göbel, A. Mook, J. Henk, I. Mertig, O. A. Tretiakov.
Magnetic bimerons as skyrmion analogues in in-plane magnets.
Physical Review B 99, 060407(R) (2019)
[9] B. Göbel, A. Mook, J. Henk, I. Mertig.
Magnetoelectric effect and orbital magnetization in skyrmion crystals: Detection and characterization of skyrmions.
Physical Review B 99, 060406(R) (2019)
[8] B. Göbel, A. Mook, J. Henk, I. Mertig.
Overcoming the speed limit in skyrmion racetrack devices by suppressing the skyrmion Hall effect.
Physical Review B 99, 020405(R) (2019)
2018
[7] B. Göbel, A. Mook, J. Henk, I. Mertig.
Publisher Correction to: The family of topological Hall effects for electrons in skyrmion crystals.
European Physical Journal B 91, 262 (2018)
[6] B. Göbel, A. Mook, J. Henk, I. Mertig.
The family of topological Hall effects for electrons in skyrmion crystals.
European Physical Journal B 91, 179 (2018)
[5] A. Mook, B. Göbel, J. Henk, I. Mertig.
Taking an electron-magnon duality shortcut from electron to magnon transport.
Physical Review B 97, 140401(R) (2018)
2017
[4] B. Göbel, A. Mook, J. Henk, I. Mertig.
Antiferromagnetic skyrmion crystals: Generation, topological Hall, and topological spin Hall effect.
Physical Review B 96, 060406(R) (2017)
[3] B. Göbel, A. Mook, J. Henk, I. Mertig.
Signatures of lattice geometry in quantum and topological Hall effect.
New Journal of Physics 19, 063042 (2017)
[2] B. Göbel, A. Mook, J. Henk, I. Mertig.
Unconventional topological Hall effect in skyrmion crystals caused by the topology.
Physical Review B 95, 094413 (2017)
[1] A. Mook, B. Göbel, J. Henk, I. Mertig.
Magnon transport in noncollinear spin textures: Anisotropies and topological magnon Hall effects.
Physical Review B 95, 020401(R) (2017)