Analysis of the Rossiter Effect in Algol-Type Eclipsing Binary Systems
Analysis of the Rossiter Effect in Algol-Type Eclipsing Binary Systems
Twigg, Laurence William
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2.05" . 49 RY Per 2. SO 0.447 4.245 648.6 2.812 -0.75 a RZ Set 6.-17 0.811 4 .556 9,311.2 5.992 -5.05 a Only the results for solution RZ Set 1 are presented, as they are probably more accurate than the results for RZ Set 2. 63 TABLE VII ABSOLUTE ELEMENTS- -SECONDARY COMPONENTS Name R 2,*t R J lo §^ R 2,*^ lo g( T e J L 2,*^ L 0^ lo S( L 2 X Tri 1.82 0.260 5.745 2.8 0.444 5.71 Y Leo 2.29 . 560 5. 635 1.6 0.197 4.77 RZ Cas 1.79 0.254 5.676 1.4 0.159 4.69 ST Per 2.62 0.41S 5.672 5.0 0.472 5.91 RX ...Hya 3.00 0.477 5.695 4.S 0.680 3.29 W UMi 2.71 0.432 5.685 5.6 0.554 3.59 WW Cyg 5 .66 0.753 5. "M0 25." 1.410 1.41 RW Gem 4.59 0.642 5 . S46 41.0 1.615 0.75 TX UMa 5 . 85 0.585 5. 765 15.0 1. 177 1.84 TV Cas 5 . 57 0.527 5 . "55 10.3 1.014 2.29 AQ Peg 5.02 . 70 1 5 . 625 7.0 0.847 5.00 SW Cyg 4.67 0.669 5 .655 6.6 0.816 5.22 Y Psc 5.70 0.569 5.660 5 . 5 0.725 5.15 W Del 4.54 0.65 7 5. o95 9.S 0.995 2.51 RY Gem 8. 55 0.921 5.672 50.0 1.477 1.39 U Sge 4.74 .673 5.721 15.2 1.182 1.9" U Cep 5.S9 0.590 5 .685 7 .
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