Results 201 to 210 of about 30,912 (244)

Layer-polarized ferromagnetism in rhombohedral multilayer graphene. [PDF]

Nat Commun
Zhou W, Ding J, Hua J, Zhang L, Watanabe K, Taniguchi T, Zhu W, Xu S.   +7 more
europepmc   +1 more source

Quantum Hall effect in a CVD-grown oxide

Zheliuk O, Kreminska Y, Fu Q, Pizzirani D, Ammerlaan A, Wang Y, Hameed S, Wan P, Peng X, Wiedmann S, Liu Z, Ye J, Zeitler U.   +12 more
europepmc   +1 more source

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LANDAU LEVELS AND GEOMETRIC QUANTIZATION

International Journal of Modern Physics A, 1989
The geometrical approach to phase-space quantization introduced by Klauder [KQ] is interpreted in terms of a universal magnetic field acting on a free particle moving in a higher dimensional configuration space; quantization corresponds to freezing the particle to its first Landau level.
J. R. KLAUDER, E. ONOFRI
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Landau quantization effects in superconductors

Czechoslovak Journal of Physics, 1996
The influence of orbital quantization effects in a strong magnetic field in low carrier concentration singlets-wave and tripletp- wave superconductors are considered.
Leon Kowalewski, Mariusz M. Nogala, marek Thomas, Ryszard J. Wojciechowski   +3 more
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Critical localization in two-dimensional Landau quantization

Physical Review Letters, 1985
The localization in two-dimensional disordered electron systems in strong magnetic fields is investigated by the finite-size scaling method. The scaling function numerically obtained for macroscopically long systems shows that the single-parameter scaling is invalid.
, Aoki, , Ando
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Landau quantization of electrons on a sphere

Physical Review A, 1992
The energy levels and wave functions of the electrons confined on the surface of a sphere in uniform magnetic fields H are obtained from both the exact solution in terms of the spheroidal function and numerical study. The crossover points between the weak-H (orbital Zeeman splitting) and strong-H (landau quantization) regimes are shown to delineate a ...
, Aoki, , Suezawa
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A quantization property for static Ginzburg-Landau vortices

Communications on Pure and Applied Mathematics, 2000
The authors consider critical points of the three dimensional complex Ginzburg-Landau functional for large coupling constant of order \(\varepsilon^{-1}\). It is shown that if the energy of this critical point on a ball of radius \(r\) is relatively small compared to \(r\log(r/\varepsilon)\), then the ball of half-radius contains no vortex.
Lin, Fang-Hua, Rivière, Tristan
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Strong Effect of Resonant Impurities on Landau-Level Quantization

Physical Review Letters, 2006
We investigate experimentally the effect of a random distribution of nitrogen (N) impurities on the Landau-level spectrum of a GaAs quantum well. Our magnetotunneling study reveals complex and nonequally spaced Landau levels and a quenching of the Landau states at a well-defined bias and electron energy which is resonant with that of the N atoms ...
Allison, G., Mori, N., Patanè, A., Endicott, J., Eaves, L., Maude, D., Hopkinson, M.   +6 more
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Carrier–phonon scattering in Landau‐quantized graphene

physica status solidi (b), 2014
We investigate the scattering efficiency of carriers with optical phonons in Landau‐quantized graphene within a microscopic theory. Strong carrier–phonon scattering is induced, if the transition energy between Landau levels is in resonance with the constant energy of the respective optical phonon mode.
Florian Wendler, Ermin Malic
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