1,311 research outputs found
Parametric instability of a magnetic junction under modulated spin-polarized current
The stability is analyzed of the magnetic junction collinear configurations
against small fluctuations under amplitude-modulated current with CPP mode.
High spin injection is assumed. Under parametric resonance conditions, with the
modulation frequency twice the precession frequency, instability is possible of
one, or another, or both the collinear configurations. When the dc component of
the current density exceeds the instability threshold of the antiparallel
configuration, the parametric instability is suppressed by nonparametric one
which is induced by the dc current. The parametric instability manifests itself
as lowering the threshold of the dc current density in presence of the
high-frequency current, such an effect has been observed in experiments
repeatedly.Comment: 9 pages, 2 figure
Electronic contribution to the oscillations of a gravitational antenna
We carefully analyse the contribution to the oscillations of a metallic
gravitational antenna due to the interaction between the electrons of the bar
and the incoming gravitational wave. To this end, we first derive the total
microscopic Hamiltonian of the wave-antenna system and then compute the
contribution to the attenuation factor due to the electron-graviton
interaction. As compared to the ordinary damping factor, which is due to the
electron viscosity, this term turns out to be totally negligible. This result
confirms that the only relevant mechanism for the interaction of a
gravitational wave with a metallic antenna is its direct coupling with the bar
normal modes.Comment: 25 pages, no figure
The Growth and Structure of Double - Diffusive Cells Adjacent to a Side - Wall in a Salt - Stratified Environment
August 15-21, 2004 Measurements are reported of the rate of horizontal extension of the cells in tanks of different lengths with a range of initial salinity gradients and cooling rates (which determine the vertical height of each cell). A simple model for the cell evolution is developed. It predicts that cell growth is dependent on tank length. The mean rate of increase of cell length decreases linearly in time, as does the density gradient inside the cells, supported by both temperature and salinity gradients. The results are found to agree quantitatively with the measurements
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