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: http://www.adass.org/adass/proceedings/adass00/D-13/ Дата изменения: Mon Jun 4 20:45:02 2001 Дата индексирования: Tue Oct 2 03:58:00 2012 Кодировка: Поисковые слова: asteroid | 
PTI has a fringe spacing of  5.0milliarcseconds (mas) in the
K-Band infrared (2.0-2.4 microns) for its 110-meter North-South baseline.
By comparison, the Hubble Space Telescope WFPC-2 camera has a pixel size
of
5.0milliarcseconds (mas) in the
K-Band infrared (2.0-2.4 microns) for its 110-meter North-South baseline.
By comparison, the Hubble Space Telescope WFPC-2 camera has a pixel size
of  46mas and a point spread function at Full-Width Half-Maximum
of 50mas (Figure 1).
46mas and a point spread function at Full-Width Half-Maximum
of 50mas (Figure 1).
|  | (1) | 
 is the first order Bessel function,
B is the Projected baseline vector magnitude at the star position, in meters,
 is the first order Bessel function,
B is the Projected baseline vector magnitude at the star position, in meters,
 is the apparent angular diameter of star, in radians, and
 is the apparent angular diameter of star, in radians, and
 is the center-band wavelength, in meters.
Visibility is related to the angular size of the star. When the size is
point-like relative to the fringe spacing then the visibility approaches
unity, but as the size approaches the fringe spacing (
 is the center-band wavelength, in meters.
Visibility is related to the angular size of the star. When the size is
point-like relative to the fringe spacing then the visibility approaches
unity, but as the size approaches the fringe spacing ( 5.0mas)
the visibility approaches zero.
5.0mas)
the visibility approaches zero.
Double star visibility squared in a narrow pass-band is: 
|  | (2) | 
 and
 and  are visibility moduli for each component,
r is the brightness ratio between primary and secondary,
 B is the projected baseline vector at the star position, and
 s is the primary-secondary angular separation vector on plane of sky.
Since the angular separation of the two stars in the spectroscopic
binary is greater than the fringe spacing, visibility goes to a maximum
when the centers of the two stars lie on fringe maxima (multiples of
the fringe spacing). Visibility goes to a minimum when the center of the
secondary star lies on a fringe minimum. (The center of the primary star
is always on a fringe maximum.)
 are visibility moduli for each component,
r is the brightness ratio between primary and secondary,
 B is the projected baseline vector at the star position, and
 s is the primary-secondary angular separation vector on plane of sky.
Since the angular separation of the two stars in the spectroscopic
binary is greater than the fringe spacing, visibility goes to a maximum
when the centers of the two stars lie on fringe maxima (multiples of
the fringe spacing). Visibility goes to a minimum when the center of the
secondary star lies on a fringe minimum. (The center of the primary star
is always on a fringe maximum.)
Delay line jitter, the measured movement of the delay position of the central fringe (measured in nanometers) over the duration of the integration time, is converted to phase error in radians. Jitter provides a measure of both the instrument and atmospheric stability for each observation and yields the formal errors in the visibility calculation. Observations on each target are accompanied by measurement of calibrator targets, whose angular sizes are computed from astrophysical models. Visibilities from the calibrators are used to determine the system (instrumental and atmospheric) response for a nightly run.
 -Andromedae, a B8 IVmnp spectroscopic binary,
was observed on 7 nights over 75 days of
-Andromedae, a B8 IVmnp spectroscopic binary,
was observed on 7 nights over 75 days of  -Andromedae's 96.7-day
period. Using the visibilities and baseline orientation from observations
at PTI, combined with the radial velocity semi-amplitudes, K1 and K2
from Ryabchicova (1999), allowed monitoring of the orbital motion of
the secondary star.
-Andromedae's 96.7-day
period. Using the visibilities and baseline orientation from observations
at PTI, combined with the radial velocity semi-amplitudes, K1 and K2
from Ryabchicova (1999), allowed monitoring of the orbital motion of
the secondary star.  
For the years 1997-98, PTI science observers used software developed by the instrument engineers to monitor their nightly runs. However, this software only manages the current target observation and has no ability to recall earlier observations. The night observer would run an off-line batch process to display the earlier observations to note trends in the instrument performance or seeing conditions. In 1999, an effort was started to provide more observer-friendly observation planning and monitoring tools. For example, a science analysis routine was modified to provide a real time monitoring tool, rtvis. The output of rtvis is read by a Java tool that continually monitors instrument output as the data is collected.
Figures 2a and 2b show two of the diagnostics that summarize the
results of an observation. Figure 2a shows a typical night (Night
261 in 1999) for the variation of visibility of  -Andromedae
over
-Andromedae
over  2 hours. Figure 2b shows the corresponding jitter value
for the same period. Note that PTI is queue-scheduled for a number of
different observers and the figures show these other observations.
The values for
2 hours. Figure 2b shows the corresponding jitter value
for the same period. Note that PTI is queue-scheduled for a number of
different observers and the figures show these other observations.
The values for  -Andromedae (HDC358) and its calibrators HDC1404
and HDC166 are circled in both figures. Note the variation of visibility
as the secondary star passes through a fringe maximum and minimum.
An IDL animation was created from this data, radial velocity data and
orbital parameters. Figure 3 is one frame from that animation and shows
the orbit of the secondary around the primary. The width of the arrows
extending downward from each star through the fringe pattern indicates
the relative contribution of each star to the total visibility. The two
lower panels show the visibility values on the left and the baseline
orientation on the right. During the animation the values for each
observation are highlighted on these panels.
-Andromedae (HDC358) and its calibrators HDC1404
and HDC166 are circled in both figures. Note the variation of visibility
as the secondary star passes through a fringe maximum and minimum.
An IDL animation was created from this data, radial velocity data and
orbital parameters. Figure 3 is one frame from that animation and shows
the orbit of the secondary around the primary. The width of the arrows
extending downward from each star through the fringe pattern indicates
the relative contribution of each star to the total visibility. The two
lower panels show the visibility values on the left and the baseline
orientation on the right. During the animation the values for each
observation are highlighted on these panels.
Boden, A., et al. 1999, ApJ, 515, 356
Colavita, M., et al. 1999, ApJ, 510, 505
Ryabchicova, T., Malanuschenko, V., & Adelman, S. 1999, A&A, 351, 963