COMMISSIONS 27 AND 42 OF THE IAU INFORMATION BULLETIN ON VARIABLE STARS Number 3884 Konkoly Observatory Budapest 21 May 1993 HU ISSN 0374 - 0676 COMPLETE BVRI LIGHT CURVES OF THE VERY SHORT PERIOD W UMa VARIABLE YZ PHOENICIS YZ Phoenicis (S7172) was discovered by Hoffmeister (1963). His paper includes a finding chart. Gessner & Meinunger (1975) determined seven timings of minimum light, and calculated a period of 0.3052d. Jones (1989) presented UBVRI photoelectric observations covering the primary eclipse and determined standard magnitudes at two orbital phases. Kilkenny & Marang (1990) published a complete V photoelectric light curve and determined nine epochs of minimum light. They found Gessner & Meinunger's period to be in error, and recalculated it to be 0.234727d, making YZ Phe one of the shortest period nondegenerate binaries known. The present observations of YZ Phe were made on 1989, November 2-8, inclusive, at Cerro Tololo InterAmerican Observatory, Chile. The 1.0-m Yale Reflector was used in conjunction with the ASCAP photometer housing a dry-ice cooled Hamamatsu R943-02 GaAs PMT with standard Johnson-Cousins BVR_cI_c filters. The coordinates of the check, comparison, and the variable stars are given in Table I. From 450 to 500 observations were taken in each pass band. Table I Star R.A. Dec. (2000) (2000) h m s o ' " YZ Phe 01 42 22.6 -45 56 56 Comparison 01 42 28.8 -45 52 35 Check 01 42 21.4 -45 53 54 Four precise epochs of minimum light were calculated from observations made during three secondary and one primary eclipses. The bisection-of chords method was used. Our epochs of minimum light are shown in Table II along with the one by Jones (1989). Table II JD Hel. Min. Cycles (O-C)_1 (O-C)_2 Source (2440000-I-) 5621.3968 I 0.0 -0.0008 0.0001 Jones 7832.6428(7) II 9420.5 0.0001 0.0003 Pres. Obs. 7833.8166(4) II 9425.5 0.0003 0.0002 Pres. Obs. 7834.7557(13) II 9429.5 0.0005 0.0005 Pres. Obs. 7836.7515(5) I 9438.0 0.0011 0.0011 Pres. Obs. [FIGURE 1] Figure 1. Intensity light curves of YZ Phe as defined by the individual observations and a preliminary light curve solution (solid line). All available timings of minimum light were introduced into a least squares solution to obtain the linear ephemeris: JD Hel. Min.=2445621.3976+0.23472963d * E (1) +-9 +-8 A second ephemeris determined from photoelectric epochs only: JD Hel. Min.=2445621.3968+0.23472703d * E (2) +-5 +-5 The period of the system has remained fairly constant over the thirty years it has been observed. Ephemeris (1) was used to calculate (O-C)_1 residuals in Table II, and ephemeris (2) was used to phase our observations and its residuals appear as (O-C)_2 in the table. The complete light curves of YZ Phe defined by the individual observations are shown in Figure 1 as intensity versus phase, overlaid with a preliminary light curve solution (solid line). An early analysis by DT indicates that YZ Phe is a W-type W UMa system with a mass ratio of 0.41, a fill-out of 16% and a component difference, delta T ~380 K. A large 46deg radius single "dark spot" was simultaneously modeled on the cooler component with a temperature factor of only 0.96. The preliminary reductions and analyses were done by MBA for his undergraduate research project at Butler University. Marcelo B. ARRUDA J. I. Holcomb Observatory Butler University Indianapolis, IN 46208 USA Ronald G. SAMEC ^a,b Dept. of Physics and Astronomy Millikin University Decatur, Illinois 62522 USA and J. I. Holcomb Observatory Butler University Indianapolis, IN 46208 USA Dirk TERRELL Department of Astronomy University of Florida Gainesville, FL 32611 USA a Visiting Astronomer, Cerro Tololo InterAmerican Observatory, National Optical Observatories, which are operated by the Association of Universities for Research in Astronomy, Inc. under contract with the National Science Foundation. b This research was partially supported by a grant from NASA administered by the American Astronomical Society. References: Gessner, H. & Meinunger, I., 1975, VSS, 8(5), 249 Hoffmeister, C., 1963, VSS, 6(1), 53 Jones, J., 1989, IBVS, No. 3296 Kilkenny, D. & Marang, F., 1990, IBVS, No. 3438