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3 Results and discussion

The measurements are presented in Table 1. For multiple systems with at least 3 components, the name of each measured couple is given. Ephemeris are computed for double and/or multiple stars with known orbits. Figure 1 displays the residuals in $\rho$ and $\theta$ as a cloud of points with error bars in the $(\Delta\rho/\rho, \Delta\theta)$ plane. This cloud of points centered on (0,0) validates the data reduction and calibration procedure. We also notice a few cases of abnormally large differences between our measurements and the expected values from the previously determined orbits. This is the case for example of Cou 321 ($\Delta\theta\simeq 40^\circ$) or A 2992 ($\frac{\Delta\rho}{\rho}\simeq 60$%). Corresponding points are labelled with star names in Fig. 1. In order to check whether the problem comes from a poor observation or a bad orbit, we looked for other published data (Hartkopf 1998) and plotted residuals as a function of time. This was done for nine stars (BU 524, A 2681, BU 575, A 2477, BU 1077, A 1777, Cou 612, Cou 321, and STF 2556). Examination of these curves led us to recalculate new orbital elements for all these stars but BU 575.

  
\begin{figure}
\hspace*{-4mm}\epsfbox{resul.eps}\end{figure} Figure 1: Two dimensionnal plot of the residuals in position angle ($\Delta\theta$) and os the relative residuals in separation ($\Delta\rho/\rho$). For couples with known orbit, each measurement corresponds to a point in the graph. Error bars in $\rho$ and $\theta$ have been drawn to scale. For points with large residuals, corresponding star names are given (in the case of BU 524, 1 refers to the orbit of 1980 while 2 refers to our orbit)

The following comments can be made for some individual stars:


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