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The First Law of Mechanics in General Relativity & Isochrone Orbits in Newtonian Gravity (Hardcover, 1st ed. 2023)
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The First Law of Mechanics in General Relativity & Isochrone Orbits in Newtonian Gravity (Hardcover, 1st ed. 2023)
Series: Springer Theses
Expected to ship within 12 - 17 working days
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The thesis tackles two distinct problems of great interest in
gravitational mechanics - one relativistic and one Newtonian. The
relativistic one is concerned with the "first law of binary
mechanics", a remarkably simple variational relation that plays a
crucial role in the modern understanding of the gravitational
two-body problem, thereby contributing to the effort to detect
gravitational-wave signals from binary systems of black holes and
neutron stars. The work reported in the thesis provides a
mathematically elegant extension of previous results to compact
objects that carry spin angular momentum and quadrupolar
deformations, which more accurately represent astrophysical bodies
than mere point particles. The Newtonian problem is concerned with
the isochrone problem of celestial mechanics, namely the
determination of the set of radial potentials whose bounded orbits
have a radial period independent of the angular momentum. The
thesis solves this problem completely in a geometrical way and
explores its consequence on a variety of levels, in particular with
a complete characterisation of isochrone orbits. The thesis is
exceptional in the breadth of its scope and achievements. It is
clearly and eloquently written, makes excellent use of images,
provides careful explanations of the concepts and calculations, and
it conveys the author's personality in a way that is rare in
scientific writing, while never sacrificing academic rigor.
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