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In this thesis, we have reviewed the main properties of binary systems and the most important
types of binary interactions, stable and unstable mass transfer, the role of mass loss, mass
accretion and, in the most dramatic case, the merging of the two binary components. Kepler’s
laws are just an approximation: we are treating the whole system as a collection of isolated
two-body problems. A binary, shorthand for binary star system, is a pair of stars gravitationally
bound together, in orbit around their mutual center of mass. The study of binary stars provides
the key piece of information to understanding why main sequence stars have a range of properties
from high luminosity to low luminosity. Binary stars have traditionally been the main source
of accurate stellar masses and radii, and are employed to calibrate the mass-dependence of the
main sequence (Andersen 1991). Most useful in this regard are the detached, double-lined,
eclipsing systems. Here, one exploits both the radial velocity and light curves to obtain not only
the masses of the individual components, but also their luminosities and effective temperatures.
Orbital periods and orbital radii via Kepler’s Third Law yields the mass of stars. The masses
and ages derived by placing stars on the tracks are fundamental data, not only for characterizing
individual objects, but for assessing the mass distribution and history of formation activity within
clusters and associations Close binary stars consisting of two compact stellar remnants (white
dwarfs (WDs), neutron stars (NSs), or black holes (BHs)) are considered as primary targets
of the forthcoming field of gravitational wave (GW) astronomy since their orbital evolution
has entirely controlled by the emission of gravitational waves and leads to ultimate coalescence
(merger) of the components. |
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