Zur Theorie des Diamagnetismus von Leitungselektronen. II Starke Magnetfelder

@article{Peierls1933ZurTD,
  title={Zur Theorie des Diamagnetismus von Leitungselektronen. II Starke Magnetfelder},
  author={Rudolf Peierls},
  journal={Zeitschrift f{\"u}r Physik},
  year={1933},
  volume={81},
  pages={186-194}
}
  • R. Peierls
  • Published 1 March 1933
  • Physics
  • Zeitschrift für Physik
ZusammenfassungDie Berechnung des Diamagnetismus wird auf den Fall starker Felder ausgedehnt und die sich hierbei ergebenden Anomalien mit den im Falle von Wismut beobachteten verglichen. 
Diamagnetismus von fast freien Elektronen mit Hilfe der Methode der Dichtematrix
Die Methode der Dichtematrix (Cluster-Entwicklung) wird fur Gitterelektronen im auseren homogenen Magnetfeld angewandt. Das Gitterpotential wird als Storung betrachtet, und als Greensche Funktion
Peierls’ elucidation of Diamagnetism
This article summarizes the contribution to the phenomenon of Diamagnetism made by Rudolf Peierls, as Quantum Mechanics was triumphantly unfolding in the 1930’s.
Shubnikov’s Scientific Work in Leiden: Shubnikov—De Haas Effect
At ambient temperatures bismuth has a layered structure and shows an extremely strong fluctuation of the resistance in a magnetic field, as well as substantial diamagnetism, meaning it is repelled by
Shubnikov-de Haas effect in a field-induced two-dimensional hole-gas
Abstract In the susceptibility of stage-two bromine-graphite intercalation compounds, sharp negative spikes of 4πχ signal the existence of a gap between Landau levels above a critical magnetic field.
Landau gap in a two-dimensional hole gas
Susceptibility and magnetoresistivity studies of a stage 2 Br2-intercalated graphite show clear evidence that this is a field-induced two-dimensional hole gas. The sharp spikes in the susceptibility
The Rutherford Memorial Lecture, 1980 - Magnetic oscillations in metals
  • D. Shoenberg
  • Chemistry
    Proceedings of the Royal Society of London. A. Mathematical and Physical Sciences
  • 1982
Oscillations in the magnetization of a metal crystal were first observed by de Haas and van Alphen in bismuth 50 years ago, and over the years this effect has developed into a powerful tool in the
Exact expression of the size effect in Landau diamagnetism
Abstract The complete information of the size effect in Landau diamagnetism Δ M is included in the shapes of the trajectories, in E-x space, of the nodes of the harmonic oscillator wave function
de Haas–van Alphen Effect and Oscillation of the Metal Magnetization
In the focus of our research is the existing theory of the de Haas–van Alphen effect. We show that the Lifshitz–Kosevich formula represents, up to a factor, the amplitude of Fraunhofer diffraction by
Quantum magnetic oscillations of the chemical potential in superlattices and layered conductors
A theory is presented for the chemical potential oscillations in superlattices in a quantizing magnetic field applied perpendicular to the layers which takes into account the electronic miniband
Die magnetische Suszeptibilität von Bi und Bi-Sb-Legierungen
We have measured and discussed the field independent magnetic properties of Bi1-xSbx alloys for the concentration range 0≦x≦0,4. The observed transitions from the semimetal to semiconductor phase at
...
1
2
3
4
5
...