11,011 research outputs found
Grigori Kuzmin and Stellar Dynamics
Grigori Kuzmin was a very gifted dynamicist and one of the towering figures
in the distinguished history of the Tartu Observatory. He obtained a number of
important results in relative isolation which were later rediscovered in the
West. This work laid the foundation for further advances in the theory of
stellar systems in dynamical equilibrium, thereby substantially increasing our
understanding of galaxy dynamics.Comment: 10 pages, 1 figure, to appear in Baltic Astronomy, proceedings of the
conference "Expanding the Universe" held in Tartu, Estonia, 27-29 April, 201
Electric field induced by magnetic flux motion in superconductor containing fractal clusters of a normal phase
The influence of the fractal clusters of a normal phase, which act as pinning
centers, on the dynamics of magnetic flux in percolative type-II superconductor
is considered. The voltage-current characteristics of such a superconductor are
obtained taking into account the effect of fractal properties of cluster
boundaries on the magnetic flux trapping. It is revealed that the fractality
reduces the electric field arising from magnetic flux motion and thereby raises
the critical current of a superconductor.Comment: 8 pages with 4 figures, revtex, alternative e-mail of author is
[email protected]
Fractal geometry of normal phase clusters and magnetic flux trapping in high-Tc superconductors
The effect of geometry and morphology of superconducting structure on
magnetic flux trapping is considered. It is found that the clusters of normal
phase, which act as pinning centers, have significant fractal properties. The
fractal dimension of the boundary of these clusters is estimated using a simple
area-perimeter relation. A superconductor is treated as a percolation system.
It is revealed that the fractality intensifies the magnetic flux trapping and
thereby enhances the critical current value.Comment: 5 pages with 1 table and 2 figures, revtex, published in Phys.Lett.A
267 (2000) 66 with more complicated figure
- …