Abstract
The aim of the present paper will be to detail the procedure outlined in our previous investigations (Kopal, 1975; Kopalet al., 1976) for a solution of the elements of distorted eclipsing systems by a Fourier analysis of their light changes. This procedure—which constitutes an equivalent, in the frequency-domain, of ‘rectification’ hitherto practised in the time-domain — should enable us to free the observed momentsA 2m of the light curves from all photometric effects of distortion (between minima as well as within eclipses) — a feat impossible in the time-domain except under very restricted conditions — and thus to make it possible to obtain the geometrical elements of the eclipses which should be free from any obvious source of systematic errors.
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References
Chanan, G., Middleditch, J., and Nelson, J. E.: 1976,Astrophys. J. in press.
Kopal, Z.: 1954,Jodrell Bank Ann. 1, 37–57.
Kopal, Z.: 1959,Close Binary Systems, Chapman-Hall and John Wiley, London and New York.
Kopal, Z.: 1972, inAdvances Astron. Astrophys. Academic Press, New York; vol. 9, pp. 1–65.
Kopal, Z.: 1975,Astrophys. Space Sci. 38, 191 (Paper V).
Kopal, Z., Markellos, V., and Niarchos, P.: 1976,Astrophys. Space Sci. 40, 183 (Paper VI).
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Kopal, Z. Fourier analysis of the light curves of eclipsing variables, IX. Astrophys Space Sci 45, 269–281 (1976). https://doi.org/10.1007/BF00642664
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DOI: https://doi.org/10.1007/BF00642664