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Table 1:

The peak shifts in the red wing of the H$\alpha $ and H$\beta $ lines.
H$\alpha $ Vr(H$\alpha $) H$\beta $ Vr(H$\beta $)
year_month ${\rm km~s^{-1}}$ year_month ${\rm km~s^{-1}}$
    2001b_11 3257
2002_1_3 3068 2002_1_3 3257
2002_4_5 3114 2002_4_6 3196
2002r_06 3068    
2002r_12 2977 2002b_12 3073
mean 2002 3057 $\pm$ 57 mean 2001_11 + 2002 3197 $\pm$ 94
2003r_01 2886 2003b_01 3073
2003r_05 2613 2003b_03 3012
2003r_06 2613 2003_5_6 2889
mean 2003 2704 $\pm$ 158 mean 2003 2991 $\pm$ 94
2004r_12 2339 2004b_12 2273
2005r_02 2294 2005_1_2 2027
2005r_04 2294 2005_5_6 2027
2005r_06 2339 2005_11_12 2338
2006_1_2 2430 2006b_01 2335
    2006b_02 2335
2006r_03 2202 2006b_03 2150
2006r_04 2294 2006b_04 2027
mean 2004-2006 2313 $\pm$ 69 mean 2004-2006 2189 $\pm$ 147
maximal shift $\Delta V_{r}$(H$\alpha $ + H $\beta )=(1072 \pm 226)~{\rm km~s^{-1}}$

Columns: 1 - year and month for H$\alpha $ (e.g., 2002_1_3 = 2002, January and March); 2 - Vr(H$\alpha $), H$\alpha $ peak velocity in the red wing ( ${\rm km~s^{-1}}$); 3 - year and month for H$\beta $; 4 - Vr(H$\beta $), H$\beta $peak velocity in the red wing ( ${\rm km~s^{-1}}$). The line after each year (or interval of years) gives the mean $V_{\rm
r}$(H$\alpha $) and Vr(H$\beta $) and their standard deviations. The last line gives the maximal shift of the red peak ( $\Delta V_{r}$) from 2002 to 2006.

Source LaTeX | All tables | In the text

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