Orbital period derivative of a binary system using an exact orbital energy equation
It is proposed that the equations of motion in periodic relativity which yielded major predictions of general relativity are exact in nature and can be applied to pulsars and inspiraling compact binaries for analyzing orbital period derivative and two ...
Zaveri, Vikram H.
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QZ Serpentis: A Dwarf Nova with a 2 Hour Orbital Period and an Anomalously Hot, Bright Secondary Star [PDF]
, 2002 J. R. Thorstensen +5 more
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On the bifurcation of periodic orbits
, 2001 This article is a survey on recent contributions to an effective version of Bautin's theory about the bifurcation of periodic orbits (limit cycles). The analysis of Hopf bifurcations of higher order is possible by use of the return mapping. Explicit estimates of the size of the domain on which the number of limit cycles is controlled are important in ...
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RX J15542+2721: An Apparently Magnetic Cataclysmic Variable with a 2.53 Hour Orbital Period [PDF]
, 2002 J. R. Thorstensen, William H. Fenton
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The Astronomical JournalThe ExoEcho project is designed to study the photodynamics of exoplanets by leveraging high-precision transit timing data from ground- and space-based telescopes.
Xinyue Ma +8 more
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Orbital period modulation in close binaries due to cyclic $\alpha^2$-dynamo activity [PDF]
, 2002 G. Rüdiger +3 more
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Time-resolved, multi-color photometry and spectroscopy of Virgo 4 (OU Vir): A high orbital inclination, short orbital period dwarf nova [PDF]
, 2002 E. Mason +5 more
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Eclipse Timings of the Low‐Mass X‐Ray Binary EXO 0748−676. III. Orbital Period Jitter Observed with the Unconventional Stellar Aspect Experiment and theRossi X‐Ray Timing Explorer [PDF]
, 2002 M. T. Wolff +4 more
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On the stability of periodic orbits in Rn
, 2006 We consider an autonomous differential system in Rn with a periodic orbit and we give a new method for computing the characteristic multipliers associated to it. Our method works when the periodic orbit is given by the transversal intersection of n ¡ 1 codimension one hypersurfaces and is an alternative to the use of the first order variational ...
Gasull, Armengol +3 more
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