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Recent papers on
astro-ph

Wind
Accretion to Dipole
- Bondi accretion
- Isolated old NS
- Propeller stage
- Magneto t a i l s
Disk
Accretion to Dipole
- Inclined rotator
- F u n n e l flows
- Propeller stage
- Hot spots on star
- Radiative shock
The Origin
of Jets
Accretion
Disks Theory
- Counterrotating
- ADAF theory
Extrasolar
Planets



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WIND ACCRETION
TO MAGNETIZED STARS
SPINNING-DOWN OF MOVING MAGNETAR
IN THE PROPELLER REGIME
[abstract]
[full
text] [plots
from the paper] [animation]
Using
axisymmetric MHD simulations we have studied the supersonic
propagation through the ISM of magnetars in the propeller stage. We have
done many simulation runs for the purpose of determining the angular
momentum loss rate of the star due to the interaction of its magnetosphere
with the shocked ISM.
We
conclude, that the interaction may be highly effective in spinning-down
magnetars. From many simulation runs we have derived an approximate
scaling laws for the angular momentum loss rate:
dL/dt ~ - hm0.3
m0.6
r0.8
M-0.4 W*1.5,
where r
is the density of the interstellar medium, M is Mach number, m
is the star's magnetic moment, W*
is its angular velocity,
and hm
is magnetic diffusivity. A star with magnetic field B ~ 1013 -
1015 G is expected to spin-down in DT
~ 104 - 105 years. This time may be longer if the
ISM material does not effciently interact with the external regions of the
magnetar's magnetosphere. Therefore, after relatively short stages of
pulsar and propeller activity, a magnetar becomes a very slowly rotating
object, with a period P > 105 -106 s, which is
much longer than the periods expected for ordinary pulsars. This may be a
reason why the number of soft gamma repeaters, which are candidate
magnetars, is so small. We should note however, that the rate of
spinning-down depends on the magnetic diffusivity which is not known. At
lower diffusivity the rate of spinning-down will be lower. The INS
candidate RX J1856.5-3754 may be an example of a slowly rotating magnetar.
However, this model does not explain the Ha
nebulae. An ordinary misaligned pulsar explains the diŽerent features
more easily, excluding the fact that no periodic fluctuations were
observed from this object.
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