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Astron. Astrophys. 349, 55-69 (1999) 1. Introduction1.1. MotivationCepheids are variable stars which are used to measure distances of galaxies in the Local Group and nearby clusters (e.g. Madore et al. 1998), and are the primary calibrator for the secondary standard candles that are applied at much greater distances (e.g. Jacoby et al. 1992). However, they are not only fundamental stars as primary distance indicators, but are also an essential tool for testing the theories on the internal constitution of stars and stellar evolution. The importance of double-mode Cepheids for the revision of stellar opacities is well known: after the suggestion of Simon (1982), the OPAL (e.g. Iglesias et al. 1990) and OP (e.g. Seaton et al. 1994) projects produced new opacities which allowed to solve the long-standing problem of double-mode Cepheid period ratios (e.g. Moskalik et al. 1992). These opacities were then generally adopted by theorists working with stellar evolution codes. There are several problems yet to be solved. The radiative codes
used for constructing pulsation models proved to be incapable of
agreement with observations when applied to the comparison of Cepheid
characteristics in Galaxy and in Magellanic Clouds (e.g. Buchler
1998). The fact that resonances among the pulsation modes give rise to
observable effects on the light curves can be exploited to put
constraints on the pulsational models and on the mass-luminosity
relations. The best known of these resonances occurs in the
fundamental Cepheids between the fundamental and the second overtone
mode ( The study of Cepheids in nearby galaxies is of fundamental importance for understanding the effects of different metallicity and corresponding mass-luminosity relations on the pulsational characteristics through the detection of structures in the Fourier parameter - period diagrams of fundamental, first overtone and possibly double-mode (Poretti & Pardo 1997) and second overtone mode Cepheids (Antonello & Kanbur 1997; Alcock et al. 1999), and their comparison with the galactic Cepheids and the model predictions. The CCD differential photometric precision allows to get accurate Fourier parameters of Cepheid light curves, and also to discover several new Cepheids with small amplitude. Massive CCD photometry of nearby galaxies such as NGC 6822 and IC 1613 was attempted several years ago by E. Schmidt and collaborators (Schmidt & Spear 1989), but apart from a preliminary report, no complete study was published. The MACHO, EROS and OGLE projects dedicated to the detection of microlensing events in the direction of Magellanic Clouds produced enormous amount of data on variable stars in these galaxies (e.g. Welch et al. 1997; Beaulieu & Sasselov 1997; Udalski et al. 1999). More recently, the project DIRECT was dedicated to the massive CCD photometry of M31 (and M33) with the purpose of detecting Cepheid and eclipsing binaries for direct distance determination of these galaxies (e.g. Kaluzny et al. 1999). The purpose of our project was to obtain good light curves of Cepheids for extending the comparison of the characteristics of these stars in different galaxies. In order to exploit the telescope time and reach the faintest luminosities, our strategy was to observe in white light, i.e. without filter; the results confirm that in this way the differential photometry precision for the Ducth 0.91 cm telescope at ESO-La Silla is roughly comparable with that obtained with 2 m-class telescopes, Johnson V-filter and similar exposure times. In the present work we discuss observations and reduction methods, and we present the first results concerning population I Cepheids and other variable stars. Subsequent papers will be dedicated to the analysis of population I and II Cepheids, long period and irregular variables and eclipsing binaries. 1.2. IC 1613The irregular galaxy IC 1613 [ From BVRI observations (Freedman, 1988a), Madore &
Freedman (1991) derived a total mean reddening of
E(B-V)=0.02 mag, and a true distance modulus of
24.42 ![]() ![]() ![]() ![]() © European Southern Observatory (ESO) 1999 Online publication: August 25, 1999 ![]() |