The periodogram of the Hp data shows, with little difference in significance, peaks near 15 d, 23 d and 47 d. The periodogram for the unpublished V data, which are much more numerous, show as most significant peaks near 16 d, 16.6 d, 20.6 d and 25.3 d. Evidently, the significance of the Hp periods 15 d and 23 d are supported by these ones, while the one at 47 d may be the 3P or 2P alias, respectively, of the other two.
The periodogram of the Hp data shows a most pronounced peak near 24.8d and with less significance peaks near 67d and 49d. The periodogram for the much more numerous unpublished V data shows a number of best periods between 50d and 77d supporting the last two periods for the Hp data. The 24.8d Hp period probably results from the window function since it is completely absent in the V data.
Figure 4: The phase diagram for HIP 23527 = HDE 269018
Figure 5: The phase diagram for the long-time oscilation (top) and the
weak short-time scale oscillation
of HIP 23718 =
HD 33579 = R 76. Residuals from the upper curve were used
to construct the lower curve
The Hp data show for the first time both oscillations, the weak and the
strong one, very well. Figure 1 (click here)f shows at least two long-time
scale cycles of the strong oscillation with a time scale of 2yr and a
range of 012. Figure 5 (click here) (top panel) shows the phase diagram
for a 620 d period. The periodogram for the weak oscillation with a total
range of 003, derived from the scatter around the mean light curve, reveals
a number of peaks which in order of decreasing significance are: 105d,
81d, 57d and 70d. Since the first one is similar to the quasi-period
found earlier which was based on almost 5yr of monitoring, we presume that
this is the true period. Figure 5 (click here) (bottom panel) shows the
phase diagram. However, it must be emphasized that the way of drawing the mean
curve through the strong oscillation is not completely objective, though we do
not expect much influence on the periodogram.
The importance of the Hp light curve lies in the fact that both oscillations can be seen simultaneously, the weak one superimposed on the strong one. This is a support for the study of the atmospheric dynamics with the aid of spectra by Nieuwenhuijzen et al. (1997), who have identified both types of oscillations in a spectroscopic data set obtained in 1986 and 1987.
By collecting the eclipses seen in the Hp data (Fig. 1 (click here)g) and
in the LTPV data (Manfroid et al. 1994, Sterken et al. 1993, 1995), it became clear that the linear ephemeris by Stahl et
al. (1987)
needed a small revision. A new linear ephemeris was determined by selecting
all observations close to mid eclipse, i.e. with Hp and
. In this way we extracted from the LTPV catalogues and the Hp
data 30 and 3 observations, respectively. In total the time base amounts
to 44 cycles. The least-squares solution resulted in the following relation:
The plot of the values is shown in Fig. 6 (click here). No search for
a period for the
Cyg variations at maximum light was undertaken. The
reason is that the number of observations is too low.
Besides, the light curve is complicated. Instead of a secondary minimum, the
light curve only shows a steady decline between successive primary minima
(see Stahl et al. 1987).
Figure 6: The versus cycle number E of HIP 24080 = HDE 269128 = R81
based on the binary period amounting to 74.55d
Figure 7: The phase diagram with P=16.1 d for the short-time scale
oscillation of HIP 24347 = HDE 269216. Residuals read from a smooth curve
through the long-time scale oscillation in units of 001
The resemblance of the light variation with that of R71 is striking.
The latter showed between 1970 and 1980 an enhanced apparent brightness of
. Subsequently, two, but much weaker active states occurred lasting
5 and 3 yr and with ranges of a few 01. The latter are roughly similar
to the two cycles of our program star. According to the new nomenclature
introduced by van Genderen et al. (1997a), these episodes of enhanced
brightness are called "normal S Dor (SD) phases''.
Superimposed on these episodes, R71 also shows Cyg -type
variations in the order of 2-4 weeks (e.g. van Genderen et al. 1997b). All these characteristics in common support the suspicion
that HDE 269216 is indeed an LBV.
Figure 8: The phase diagram for HIP 25815 = HDE 269660 = R112
The periodogram for , showing a lot of noise below 100d,
revealed two nearly equally significant peaks for 48.0d and 84d. The mean
curve in the phase diagrams for both ones have an amplitude of 005 and a
scatter of the same amount. No decision can be made which of these two is best.
The periodogram of the Hp data revealed only a small peak near 43.0d, while near 36.4d a much stronger peak is present. Further, there are a few peaks close around 73d, which we consider as the 2P aliases of 36.4d. Figure 9 (click here) shows the phase diagram for 36.4d.
Figure 9: The phase diagram for HIP 37444 = HD 62150
The Hp light curve (Fig. 3 (click here)a) shows a range of 006. The periodogram for P longer than 40d revealed peaks near 53d, 80d and 160d. The latter may be the 3P and 2P alias of the first two periods, respectively.
The Hp data, shown in Fig. 3 (click here)a, partly overlap with
the observations made by van Genderen et al. (1992) in the Walraven
VBLUW system, which also show a light range
of 02. In order to make a combined data set, the Hp magnitudes were
transformed to V. At three occasions observations in both photometric
systems were made nearly simultaneously (within 2d). It appeared that the
difference =
= 007 (see Table 1 (click here);
is the V of the
UBV system transformed from the V of the Walraven system). The periodogram
of the combined data set revealed as most significant peaks those near 66.5d
and 55.5d and with much less significance peaks near 76.0d and 41.4d.
The second and fourth period were the most significant ones for the V data
alone. The inclusion of the Hp data has shifted the highest significance to
66.5d. However, its phase diagram as well as that for 55.5d period, show
close to the phase for maximum light two low-brightness data points (one V
and one Hp point) representing the extreme deep minimum near JD 2447915
(see the light curve in van Genderen et al. 1992, Fig. 2).
Therefore, we cannot arrive at a conclusion concerning these two periods.
Star | Sp |
![]() | n | Notes |
HIP 05267 = R40 | B9Iae-FIae | 0.02 | 7 | |
HIP 05397 = R42 | B2.5/3Ia | -0.05 | 2 | 1 |
HIP 24080 = R81 | B2.5Iab | -0.04 | 1 | |
HIP 42570 = HD 74180 | F2Ia | 0.13 | 1 | 1 |
HIP 45467 = HD 80077 | B2/3Ia+ | 0.07 | 3 | 2 |
HIP 54463 = V382Car | G0Ia+ | 0.18 | 4 | 3 |
HIP 67261 = V766Cen | G8-K3Ia+ | -0.15 | 4 | |
HIP 89956 = V4029Sgr | B9Ia+ | 0.04 | 4 | 2 |
HIP 89963 = V4030Sgr | B5/8Ia+ | 0.08 | 4 | 2 |
Notes to Table 1 (click here):
1 Unpublished Walraven VBLUW and /or Strömgren uvby
photometry.
2 van Genderen et al. (1992).
3 Achmad et al. (1992).
4 Comparison based on overlapping parts of the light curve
(van Genderen 1992).
The light curve for the Hp data is shown in Fig. 3 (click here)c.
The periodogram of the Hp data confirm that the shortest of the two periods
mentioned above has
slightly more significance than its double. Yet the phase diagram for the
former shows larger scatter at constant phase, sometimes up to 02, than for
the latter. Figure 10 (click here) shows the phase diagram for the long period.
The reason for the larger scatter mentioned above is that the two extrema of
the double waved light curve are different in height, supporting the long
period. This phenomenon has also been noticed by Gosset et
al. (1984). The remaining part of the scatter, which is still
01, must be caused by the variability of at least one of the
components.
Figure 10: The phase diagram for HIP 53444 = HD 94878 = GG Car
The Hp data was affected by the use of a wrong colour index in the data reductions, in fact, the main catalogue gives as spectral type AV. As a result, there is a slope in the Hp data as well as a systematic offset with the ground-based data. At the time of submitting this paper, the official correction equations had not been released yet.
Between the two high amplitude cycles, there is a low one at JD2448670, which we considered as maximum 18 with E = 9. The long-time scale light curve discussed in Paper II also shows in visual light such low amplitude cycles (e.g. maximum 15), which appeared to be much more pronounced in the ultraviolet and therefore considered real.
The next high amplitude cycle is maximum 19 ( E =10), of which the
precise epoch could not be determined due to the lack of observations.
It should lie between JD2448890 and JD2449220. The least-squares
solution based on the epochs listed in Table 3 (click here) of Paper II and the two new
ones, thus, between E=-6 and 9 (omitting E=-8, -7, see below,
and E=10) resulted in practically the same linear ephemeris as in Paper I:
Mean errors are given. Thus, the new maxima support the stability of the
period during this time interval. Figure 11 (click here) shows the values versus the
cycle number E. The
value for cycle number E=10 lies
between -13d and -343d.
Figure 11: The in fractions of a cycle versus cycle number E of
HIP 67261 = HR 5171A = HD 119796 = V766 Cen
The early maxima at E=-8 and -9 indicated that the period was much shorter
at that time. (It should be noted that the values for these two maxima
are listed in Table 3 (click here) of Paper II as negative values instead of positive as
they should).
Star | Sp |
![]() | mean mag |
![]() | range |
![]() |
![]() | Remarks | ||||
HIP | HD | R | gal.frgr. | adopt. | Hp |
![]() | (m) | |||||
5267 | 6884 | 40 | B9Iae-FIae | 0.09 | 0.14a | b | 4.00-3.94 | -9.5-9.7 | LBV | |||
5397 | 7099 | 42 | B2.5/3Ia | 0.08 | 0.12c | 10.96 | 11.00 | -0.04b | 0.19 | 4.20 | -9.8 | |
5714 | 7583 | 45 | A0Ia+ | 0.07 | 0.15c | 10.21 | 10.17 | 0.04 | 0.12 | 3.96 | -9.7 | |
23177 | 270920 | G2Ia | 0.08 | 0.24d | 10.13 | 9.99 | 0.14 | 0.40 | 3.725 | -9.5 | ||
23527e | 269018 | B2.5/3Ia | 0.16 | 0.16 | 11.70 | 11.66 | 0.04 | 0.10 | 4.22 | -8.7 | ||
23718 | 33579 | 76 | A3Ia+ | 0.12 | 9.22 | 9.15 | 0.07 | 0.10 | 3.90f | -9.75f | ||
24080 | 269128 | 81 | B2.5Iab | 0.13 | 0.15g | 10.40h | 10.47h | -0.07b | 0.20i | 4.30 | -10.4 | LBV |
24347e | 269216 | B8I | 0.12 | 0.12j | 10.70 | 10.78 | 0.10k | 4.09 | -9.0 | LBVe | ||
24988 | 271182 | 92 | F8Ia+ | 0.10 | 0.10l | 9.80 | 9.7 | 0.30 | 3.72 | -9.4 | ||
25448 | 269541 | A8Ia+ | 0.06 | 0.07m | 10.55 | 10.46 | 0.09 | 0.17 | 3.86 | -8.4 | ||
25615 | 269594 | F8Ia | 0.12 | 0.12 | 10.71 | 10.55 | 0.16 | 0.26 | 3.78 | -8.5 | ||
25815e | 269660 | 112 | B1.5/2Ia | 0.14 | 0.14 | 11.13 | 11.17 | 0.11 | 4.25 | -9.3 | ||
25892e | 269697 | F5Ia | 0.12 | 0.12 | 10.43 | 10.35 | 0.10 | 3.82 | -8.6 | |||
26135 | 269781 | 118 | B9Ia | 0.11 | 0.15n | 9.90 | 9.90 | 0 | 0.14 | 4.01 | -9.7 | |
27868e | 270305 | B3/5Ia | 0.10 | 0.10 | 11.79 | 11.73 | 0.10 | 4.16 | -8.2 | |||
notes to Table 2 (click here):
a Szeifert et al. (1993). | b See comparison in Table 1 (click here). |
c Derived from Sp/![]() | d Mantagazza (1992). |
e Variability discovered by Hipparcos. | f Nieuwenhuijzen et al. (1997). |
g Wolf et al. (1981). | h Outside eclipse value. |
i Eclipse depth 04. | j Prinja & Schild (1991) used 008. |
k Range normal SD phases 035. | l van Genderen & Hadiyanto (1989) used 009. |
m Grieve & Madore (1986). | n van Genderen et al. (1983). |
Star | Sp | Hp |
![]() |
![]() | max range |
![]() |
![]() | Remarks | ||
HIP | HD | Name | ||||||||
37444 | 62150 | B4I | 7.79 | 7.68 | 0.11 | 0.12 | 4.17a | -8.0a | ||
42570 | 74180 | F2Ia | 3.93 | 3.84 | 0.09b | 0.06c | 3.85d | -8.8d | ||
45467 | 80077 | B2/3Ia+ | 7.57 | 7.58 | -0.01b | 0.20 | 4.28e | -11.1e | LBV?e | |
53444 | 94878g | GG Carg | Be | 8.80 | 8.72 | 0.08 | 0.2f | |||
54463i | 96918 | V382 Car | G0Ia+ | 4.09 | 3.95 | 0.11b | 0.12 | 3.72h | -9.0h | |
67261 | 119796 | V766 Cen | G8Iae+-K3Ia+ | 6.70 | 6.8 | b | 1 | 3.59j | -10.8j | HR5171A |
80782 | 148379 | QU Nor | B2Iab | 5.44 | 5.36 | 0.08 | 0.11 | 4.26k | -9.0k | |
89956 | 168607 | V4029 Sgr | B9Ia+ | 8.23 | 8.16 | 0.07b | 0.31 | 3.97l | -8.7l | LBV |
89963 | 168625 | V4030 Sgr | B5/8Ia+ | 8.48 | 8.39 | 0.09b | 0.19 | 4.08l | -8.6l | LBV?m |
Remarks to Table 3 (click here):
a Averages from Table 1 (click here) in van Genderen (1985). | b See comparison in Table 1 (click here). |
c Not reliable (Steemers & van Genderen 1986). | d Steemers & van Genderen (1986). |
e Steemers & van Genderen (1986), also Carpay et al. (1991). | f Eclipse depth 04. |
g See Gosset et al. (1984, 1985). | h Achmad et al. 1992. |
i Characteristics of variability discovered by Hipparcos. | j van Genderen (1992). |
k van Genderen (1986). | l van Genderen et al. (1992). |
m Nota et al. (1996). |
There are only a small number of days with Hp data (Fig. 3 (click here)f),
but during five
consecutive days the star has been monitored with a time resolution of
1h comprising 69 observations. The phase diagram for all these
data do not contradict the suggested quasi-period above, but to state
that it is a confirmation would be exaggerated. Anyway, long strings of
observations discussed in Paper III seem to exclude periods shorter than say
10d. A period search with the present Hp material has no
sense due to the low number of stretches of observations.
The long series of 69 observations are plotted in Fig. 12 (click here) as a function of BJD, showing a smooth trend with a scatter amounting to 005. The trend confirms the photometry of Paper III that data sets a few hours apart can show significant variations of the order of a few percent. These data would cover a phase interval of 0.27 if the period of 13.57 d is real.
Figure 12: The monitored part of the light curve of HIP 80782 = HD 148379 =
QU Nor with a time resolution of 1h
The number of Hp data (Fig. 3 (click here)g) is too low, the overlap with the data sets mentioned above too small and the gaps in time of the Hp data too large to initiate a combined period analysis. Figure 13 (click here) shows the phase diagram for the Hp data constructed with the linear formula for the maxima presented in Paper IV. Evidently, maximum light lies between phase .1 and .6, while it should lie at phase .0. Thus the period certainly needs a revision, but this cannot be done with the present material.
Figure 13: The phase diagram for HIP 89956 = HD 168607 = V4029 Sgr
Because of the same reasons as for the previous variable, a combined period
analysis of the partly overlapping data sets of Paper IV and the Hp data
(Fig. 3 (click here)h)
could not be undertaken. The periodogram of the Hp data alone, although
presumably not of much weight, resulted in strong peaks near 39.4d,
32d and the presumably 2P aliases 79d and 65d, respectively. Therefore,
we consider this result as a tentative support of the result presented in
Paper IV that the quasi-period should be 35d.