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5. Comparison between Am stars and F giants

Before discussing the rotation and the rate of binaries among Am and giant A-F stars, it is useful to consider again the mean value of the blanketing parameter tex2html_wrap_inline2467 for Am stars as well as the range of spectral types of giant metallic stars.

5.1. Parameter of metallicity tex2html_wrap_inline2467

In the B2-V1 vs. m2 diagram, the Am stars are located above the reference sequence defined by the Hyades (Hauck 1973). The difference tex2html_wrap_inline2467 is interpreted in terms of metallicity. Hauck & Curchod (1980) have determined the mean value of tex2html_wrap_inline2467 for classical Am stars (tex2html_wrap_inline3253, where g is the difference between the spectral type deduced from the metallic lines and that from the K line) and for mild Am stars (g<5) and have obtained respectively 0.013 tex2html_wrap_inline2679 0.019 (146 stars) and 0.002 tex2html_wrap_inline2679 0.011 (23 stars). They considered only objects brighter than the 7th magnitude in order to avoid any significant interstellar reddening.

Since then, a new sequence of reference has been defined (Hauck et al. 1991) taking into account new observations of the Hyades. This new sequence is different from the old one mainly for stars with a type later than F; for early A type stars the old and new sequences are identical, while for late A and F stars they are separated by only a few thousandths of a magnitude. Taking into account the stars of the revised catalogue of Curchod & Hauck (1979) brighter than the 7th magnitude, the new values are tex2html_wrap_inline3263 (238 stars) and tex2html_wrap_inline3265 (101 stars) for classical and mild Am respectively, i.e a decrease of about 2 or 3 mmag with respect to the preceding values. Therefore, a giant star will be considered here as metallic whenever its tex2html_wrap_inline2467 is larger than or equal to 0.013, rather than 0.015 as defined by Hauck & Curchod (1980).

5.2. Spectral types of metallic giants

The diagram tex2html_wrap_inline2467 vs. tex2html_wrap_inline2997 for giant A-F stars of Hauck (1986) is shown again in Fig. 10 (click here). The effective temperature is deduced from the semi-empirical calibrations of Künzli et al. (1997). Notice that only F stars have an enhanced tex2html_wrap_inline2467 value while this property never applies for A-type stars. Indeed, all stars with tex2html_wrap_inline2547 have types between F0 and F6, except for HD 10845, HD 90277 and HD 147547 which are classified A9 and HD 4849 which is classified A9/F0. The lack of metallic stars later than F6 is explained by the diffusion theory: Vauclair & Vauclair (1982) have defined the limit where the diffusion time scale for helium at the bottom of the surface convective zone equals the stellar lifetime in a tex2html_wrap_inline3277 vs tex2html_wrap_inline3279 diagram; this limit crosses the area of giants at tex2html_wrap_inline3281, which fits exactly the limit we find in our diagram. It is most interesting to notice that several metallic giants also are tex2html_wrap_inline2481 Scuti stars, because Am peculiarity and tex2html_wrap_inline2481 Scuti-type pulsation are mutually exclusive. Only mild Am stars may be tex2html_wrap_inline2481 Scuti, as well as tex2html_wrap_inline2481 Del stars. In this respect, the metallic F giants are completely similar to tex2html_wrap_inline2481 Del stars (Kurtz 1976).

The study of a relation between Am stars and metallic A-F giants is now restricted between Am and metallic giant F0-6 stars. In the next two section, we compare rotation and duplicity among these two samples.

  figure583
Figure 10: tex2html_wrap_inline2467 vs. tex2html_wrap_inline2997 diagram for A-F giants of Hauck (1986). The black dots represent spectroscopic giant stars and open dots photometric giants (tex2html_wrap_inline3297). tex2html_wrap_inline2481 Scuti stars are represented by triangles, the others by circles. The horizontal line separates metallic stars from normal ones. The two vertical lines at 6300 K and 7400 K define the red and blue limits for metallic giants

5.3. tex2html_wrap_inline3303 of Am and metallic F0-6III

The Am stars are taken from the revised catalogue of Curchod & Hauck (1979). Their tex2html_wrap_inline2469 used is an average of the values given by Abt & Levy (1985), Uesugi & Fukuda (1978, 1982), Bernacca & Perinotto (1971), Boyarchuk & Kopylov (1964). For stars with four measurements, we obtain a standard deviation of about tex2html_wrap_inline3307 which is a first indication of the precision of these tex2html_wrap_inline2469. The projected rotational velocities of metallic F0-6III stars are taken from Abt & Morrell (1995) or the BSC (28 stars). Abt & Morrell (1995) give an error on the determination of the radial velocity of about tex2html_wrap_inline3311. To make the comparison meaningful, we take into account only the Am stars brighter than the 7th magnitude and with tex2html_wrap_inline2547 (98 stars). The Am stars with a low tex2html_wrap_inline2467 value have underabundant scandium and calcium, and normal or slightly overabundant heavier elements. On the other hand, F0-6III stars with low tex2html_wrap_inline2467 have a normal chemical composition, so there is no similarity between these two categories.

We present in Fig. 11 (click here) the histograms and cumulative distributions of the projected rotational velocities for the Am and metallic F0-6III stars, and the cumulative distribution for non metallic FIII stars. Obviously, Am stars (full line) and metallic F0-6 giants (dotted line) do not follow the same distribution. The tex2html_wrap_inline2469 of Am stars are below 100 kms-1 except for one star, while those of F giants are often faster than 100 kms-1. The maximum of the distribution for Am star is between 30 and 40 kms-1; for F giants, the distribution seems flat with a cut-off at about 160 kms-1.

  figure604
Figure 11: Comparison between the distributions of tex2html_wrap_inline2469 for Am stars (full line) and metallic F0-6III stars (dotted line). We have also given the cumulative distribution for giant non-metallic F stars (broken line). Histograms and cumulative distributions are normalised

Cumulative distributions give more satisfactory information than histograms because they do not depend on the width of the bins. We have applied the Kolmogorov-Smirnov test to the distributions of the Am stars and of the metallic giants: adopting the H0 hypothesis that they are identical, one obtains the probability tex2html_wrap_inline3333 to have a test value at least as extreme as the actually observed one. Therefore we can reject the H0 hypothesis at the 99% confidence level and the distributions are very probably not similar. In the sample of F giants, some tex2html_wrap_inline2481 Scuti stars are present; in the framework of the scenario where Am stars are progenitors of metallic F giants, this implies that Am stars may pulsate as soon as they have evolved into giants. This assumption is based on the fact that some tex2html_wrap_inline2481 Del stars do pulsate and may be evolved Am stars (Kurtz 1976). If this assumption is wrong, then the sample of metallic giants is polluted. For that reason, we have applied the test used above to Am and F giants not known as tex2html_wrap_inline2481 Scuti stars and found tex2html_wrap_inline3343, which does not change the conclusion.

The Kolmogorov-Smirnov test applied to metallic and non-metallic FIII stars gives a P value of 0.46. So there is no real difference between these two samples from the point of view of projected rotational velocities, contrary to what we observe between Am and normal A dwarf.

5.4. Rate of binaries among Am and metallic F0-6III

Let us discuss now the rate of close binaries with periods below 1000 days among metallic F0-6 giants.

Since there are only 10 such stars in our sample of stars measured with Aurélie, we have to rely largely on results published in the literature. Table 6 lists some remarks about these data for each of the 41 metallic giants. For HD 4919 and HD 177482, however, the tex2html_wrap_inline2539 data are too poor and inaccurate. Only 39 stars have therefore been retained, of which 6 stars are strictly speaking members of tight binaries: HD 30020, HD 34045, HD 43905, HD 85040, HD 108722 and HD 110318, which constitute 15.4% of the sample. For some other stars, the decision is less clear-cut. For fast rotators, it is difficult to know whether the observed dispersion is just due to the large tex2html_wrap_inline2469 or betrays an orbital motion; this is especially the case of HD 13174 and HD 147547. For the tex2html_wrap_inline2481 Scuti stars HD 214441, we observe a ratio of about tex2html_wrap_inline3355 between the peak-to-peak radial velocity and photometric variation which is double the value given by Breger (1979). Thus the additional variation in radial velocities could be due to orbital motion. But if these three stars are added to the sample of tight binaries, the proportion would only increase to 23.1% and to 23.3% if we take only F giants not known as tex2html_wrap_inline2481 Scuti type stars. These values are the observed rates; the real rates must be only slightly higher because the fraction of undetected stars is weak for small periods. It is interesting to note that the observed rate agrees with the value for solar-type stars in the vicinity of the Sun, i.e. 21.7% (Duquennoy & Mayor 1991) for tex2html_wrap_inline2527 1000 days.

Table 6. Discussion about the duplicity of all photometric metallic F giant stars of Hauck (1986).

HD 1324: Single star (Evans et al. 1964).

HD 2724: tex2html_wrap_inline2481 Scuti (Rodriguez et al. 1994). The tex2html_wrap_inline2601 measurements of Nordström & Andersen (1985) show no variation.

HD 4849: tex2html_wrap_inline2481 Scuti (Rodriguez et al. 1994). The tex2html_wrap_inline2601 measurements of Nordström & Andersen (1985) show no variation.

HD 4919: tex2html_wrap_inline2481 Scuti (Rodriguez et al. 1994). As we only have an old tex2html_wrap_inline2601 from the catalogue of Campbell (1913), we cannot conclude about the duplicity.

HD 10845: tex2html_wrap_inline2481 Scuti (Rodriguez et al. 1994). Our measurements show no variation.

HD 12311: From his 15 exposures, Campbell (1928) indicated that this star is probably variable. At the time, he had only a few broad lines. Catchpole et al. (1982) observed no variation from 4 measurements. They obtained a mean radial velocity of tex2html_wrap_inline3375.

HD 13174: Campbell (1928) obtained values covering a large interval tex2html_wrap_inline3377]. This dispersion is probably due essentially to a fast rotation (tex2html_wrap_inline2469 =154), nevertheless we cannot exclude a close companion. Adams et al. (1929) and Abt (1969) gave coherent velocities of about tex2html_wrap_inline3381.

HD 15233: The comparison between values obtained by Campbell (1913, 1928) and by Buscombe & Morris (1958) shows that this star must be a binary with a long period. Indeed, these authors gave very different radial velocities: one found positive velocities, the others negative velocities, with a very good internal coherence if we consider the high rotation (tex2html_wrap_inline2469 = 106 kms-1). We find a value of tex2html_wrap_inline2983 of 0.08 for the measurements of Buscombe & Morris (1958) showing, according to this criterion, that no variation is detected on a scale of 700 days.

HD 17584: Our measurements show no variation. We obtain a velocity of 18 kms-1 and Campbell (1913) 14 kms-1.

HD 17918: Our measurements show no variation as is the case of the measurements of Shajn & Albitzky (1932).

HD 30020: The measurements made at OHP are compatible with the preceding ones of Adams et al. (1929) and Abt (1969). The available values are distributed between 34.40 kms-1 and 41.50 kms-1 with a characteristic time variation of about 0.7 kms-1/day taking into account our measurements of December 1994. The variability is certainly due to an orbit because the photometric variations are less than 1 mmag in the filter B and V of Johnson (Nelson & Kreidl 1993).

HD 33276: The measurements of Campbell (1928) and Abt (1965) show no variation.

HD 34045: If we put together our measurements and those of Nordström & Andersen (1985), the velocity varies between 26.32 and 34.70 kms-1. The characteristic time of variation is 0.95 kms-1/day for our measurements (3 days between two measurments) and 0.91 kms-1/day for Nordström & Andersen (1985) (5 days between two measurements). As this star is not known as a tex2html_wrap_inline2481 Scuti, we think it is a tight binary.

HD 40455: For this star, we have only 3 measurements of Nordström & Andersen (1985) on a scale of 300 days. The tex2html_wrap_inline2983 is 0.74 and so this star is probably not a tight binary.

HD 43905: SB1 with a period of 6.5 days (Mayor & Mazeh 1987).

HD 59881: The tex2html_wrap_inline2983 is 0.06 and 0.13 for the measurements of Frost et al. (1929) et Penfold (1983) respectively. So this star is probably not a binary with a small period.

HD 61064: If we put together the measurements of Campbell (1913, 1928) and those of Shajn & Albitzky (1932), the mean value of the radial velocity is 45.72 kms-1 with a dispersion of 1.72 kms-1, so we observe no tangible variation.

HD 61110: The measurements taken from Campbell (1913, 1928), Harper (1937), Buscombe & Morris (1958), Abt (1969) give a mean radial velocity of 6.5 kms-1 and a dispersion of 3.5 kms-1 for 13 data. The dispersion is not so large if we consider the quite large rotational velocity (90 kms-1). So this star is probably not a tight binary.

HD 69997: tex2html_wrap_inline2481 Scuti (Rodriguez et al. 1994). Our measurements allow to detect intrinsic variations but no orbital motion.

HD 79940: Single star (Evans et al. 1961). This star is noted SB in the BSC. This probably comes from Abt & Biggs (1972). Indeed, in addition to the authors mentioned above who find a radial velocity of tex2html_wrap_inline3427 kms-1, they list Campbell (1928, p. 143), who found a radial velocity of 12 kms-1 based on 3 measurements. The large rotational velocity probably explains the discrepancy.

HD 84607: We detect no variation of this star at OHP. We obtain a mean radial velocity of 13 kms-1 which is compatible with the value of 16.3 tex2html_wrap_inline2679 2 given by Shajn & Albitzky (1932). Wilson & Joy (1950) and Abt (1969) both found important fluctuations of velocity, which are spurious, probably due to the rotation. In both cases, the mean value is 13.4 kms-1. The SB notation in the BSC seems to be a premature decision.

HD 85040: tex2html_wrap_inline2481 Scuti (Rodriguez et al. 1994). SB2 with a period of 4.14 days (Rosvick & Scarfe 1991)

HD 89025: The data since the beginning of the century show a radial velocity variation about 50 kms-1, but no short-term variation is detected, so it is probably not a tight binary as is suggested in the BSC. Indeed, apart from the values of Henroteau (1923) who obtained a mean velocity of about tex2html_wrap_inline3443, the others have radial velocities between -30 and tex2html_wrap_inline3447 with a mean of tex2html_wrap_inline3449. This scatter is probably due both to the quite large tex2html_wrap_inline2469 (81 kms-1) and the low dispersion of the spectra (tex2html_wrap_inline3455 30 Å/mm). The computation of the tex2html_wrap_inline2983 gives 0.88 and 0.53 for the measurements of Jones & Haslam (1969) and Wooley et al. (1971) respectively, and 0 for the old measurements of Abt (1969). Our radial velocities are compatible with those of Adams et al. (1929) who obtained tex2html_wrap_inline3459.

HD 89254: The measurements given by Adams et al. (1929), Buscombes & Morris (1958), Abt (1969) and Evans et al. (1961) suggest a constant radial velocity (tex2html_wrap_inline3461). This dispersion is compatible with a rotational velocity of 76 kms-1.

HD 90277: This star shows no variation. The mean velocity is 13.6 kms-1 with a dispersion of 2.7 kms-1 from the 36 measurements taken from 9 different authors.

HD 90454: From the measurements of Cannon (1920) and those of Nordström & Andersen (1985), the tex2html_wrap_inline2983 is 0.31 and 0.03 respectively and so it is probably not a binary.

HD 105841: Single star (Evans 1966).

HD 108722: SB1 with a period of 17.954 days (Abt & Levy 1976).

HD 110318: SB2 with a period of 44.4 days (Sanford & Karr 1942).

HD 115604: tex2html_wrap_inline2481 Scuti (Rodriguez et al. 1994). On a time span of about 130 days, Smith (1982) observes a variation of radial velocity of 6.2 kms-1. Such a variation is probably due to pulsation only.

HD 125150: Single star (Evans et al. 1964).

HD 126251: Single star (Wilson & Joy 1950).

HD 147547: Radial velocities are distributed between -60 and tex2html_wrap_inline3477 with a mean of about tex2html_wrap_inline3479. The large dispersion is probably due to the fast rotation of 145 kms-1, nevertheless we cannot exclude a contribution of a companion.

HD 157919: It shows no variation. The mean radial velocity is tex2html_wrap_inline3483 2.4 kms-1 for 14 measurements taken from Campbell (1913), Campbell (1928), Shajn & Albitzky (1932), Evans et al. (1957)

HD 177392: tex2html_wrap_inline2481 Scuti (Rodriguez et al. 1994). Our measurements allow to detect intrinsic variations but no orbital motion.

HD 177482: tex2html_wrap_inline2481 Scuti (Rodriguez et al. 1994). Campbell (1928) obtains values covering a large interval [+3, +26 kms-1] with the remark "poor lines'' and Neubauer (1930) gives a value of 6.5 kms-1. With these old values, it is difficult to say anything about the duplicity.

HD 181333: tex2html_wrap_inline2481 Scuti (Rodriguez et al. 1994). On a time span of about 38 days, Smith (1982) observes a variation of radial velocity of 4.7 kms-1. Such a variation is probably due to pulsation only.

HD 196524: Binary star with a probable period of 26.65 years (Abt & Levy 1976). So it will not be integrated in the sample of close binaries.

HD 205852: From the tex2html_wrap_inline2983 value, the measurements of Frost et al. (1929), Jones & Haslam (1969) and this paper show no variations.

HD 208741: Single star (Buscombe & Morris 1958 and Evans et al. 1964).

HD 214441: tex2html_wrap_inline2481 Scuti with a variation of 0.05 mag in visual magnitude (Rodriguez et al. 1994). Nordström & Andersen (1985) find a tex2html_wrap_inline3503 of about tex2html_wrap_inline3311 and we then obtain a ratio of tex2html_wrap_inline3355 which is large in comparison with the value of tex2html_wrap_inline3509 given by Breger (1979). We cannot therefore exclude a companion for this star.

In their paper of 1985, Abt & Levy estimated that the number of Am stars in double systems with periods less than 1000 days represents 75% of the sample, i.e. a rate considerably larger than what we find for metallic F giants. This is an additional reason to reject the possibility of any evolutionary link between Am stars and metallic F giants.

The upper limit of the fraction of binary stars among the forty non-metallic A and F giant stars measured at OHP is 47%. This value is enhanced because it certainly includes some unrecognised intrinsic variables. Of the 113 stars of this category (Hauck 1986), 24 are classified as SB, 11 have a variable radial velocity (V) and 6 are suspected variables (V?) in the BSC. The fraction of binaries with a small period among this type of stars is between 21.2% (SB only) and 36.3% (tex2html_wrap_inline3515) which may include some intrinsic variables. Thus frequencies of binaries with small periods among metallic and non-metallic A and F giant stars are not so different from each other, contrary to the case of Am and normal A dwarfs.


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