Three Body Dynamics and Its Applications to Exoplanets

Nonfiction, Science & Nature, Science, Physics, Mechanics, Astrophysics & Space Science
Cover of the book Three Body Dynamics and Its Applications to Exoplanets by Zdzislaw Musielak, Billy Quarles, Springer International Publishing
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Author: Zdzislaw Musielak, Billy Quarles ISBN: 9783319582269
Publisher: Springer International Publishing Publication: July 22, 2017
Imprint: Springer Language: English
Author: Zdzislaw Musielak, Billy Quarles
ISBN: 9783319582269
Publisher: Springer International Publishing
Publication: July 22, 2017
Imprint: Springer
Language: English

This brief book provides an overview of the gravitational orbital evolution of few-body systems, in particular those consisting of three bodies. The authors present the historical context that begins with the origin of the problem as defined by Newton, which was followed up by Euler, Lagrange, Laplace, and many others.  Additionally, they consider the modern works from the 20th and 21st centuries that describe the development of powerful analytical methods by Poincare and others.  The development of numerical tools, including modern symplectic methods, are presented as they pertain to the identification of short-term chaos and long term integrations of the orbits of many astronomical architectures such as stellar triples, planets in binaries, and single stars that host multiple exoplanets. The book includes some of the latest discoveries from the *Kepler *and now *K2 *missions, as well as applications to exoplanets discovered via the radial velocity method. Specifically, the authors give a unique perspective in relation to the discovery of planets in binary star systems and the current search for extrasolar moons.

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This brief book provides an overview of the gravitational orbital evolution of few-body systems, in particular those consisting of three bodies. The authors present the historical context that begins with the origin of the problem as defined by Newton, which was followed up by Euler, Lagrange, Laplace, and many others.  Additionally, they consider the modern works from the 20th and 21st centuries that describe the development of powerful analytical methods by Poincare and others.  The development of numerical tools, including modern symplectic methods, are presented as they pertain to the identification of short-term chaos and long term integrations of the orbits of many astronomical architectures such as stellar triples, planets in binaries, and single stars that host multiple exoplanets. The book includes some of the latest discoveries from the *Kepler *and now *K2 *missions, as well as applications to exoplanets discovered via the radial velocity method. Specifically, the authors give a unique perspective in relation to the discovery of planets in binary star systems and the current search for extrasolar moons.

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