This is a work about the collision of 3 celestial bodies which are aligned in a straight line, by following Newton's Gravitational Law. There is an introduction which shows the most important items of the general N-Body Problem in order to introduce the main concepts to work on with the main problem, which is the collinear 3-Body Problem. After this, at the conclusions we will see how the dynamics work for more than 3 bodies
We introduce the $N$-body problem of mathematical celestial mechanics, and discuss its astronomical ...
AbstractThe geometry of the global phase space of the collinear three-body problem with negative ene...
AbstractThe geometry of the global phase space of the collinear three-body problem with negative ene...
This is a work about the collision of 3 celestial bodies which are aligned in a straight line, by fo...
This is a work about the collision of 3 celestial bodies which are aligned in a straight line, by fo...
AbstractIn the n-body problem a collision singularity occurs when the positions of two or more bodie...
International audience{Levi-Civita's regularization procedure for the two-body problem easily extend...
International audience{Levi-Civita's regularization procedure for the two-body problem easily extend...
International audience{Levi-Civita's regularization procedure for the two-body problem easily extend...
We introduce the $N$-body problem of mathematical celestial mechanics, and discuss its astronomical ...
International audienceLevi-Civita's regularization procedure for the two-body problem easily extends...
We introduce the $N$-body problem of mathematical celestial mechanics, and discuss its astronomical ...
International audience{Levi-Civita's regularization procedure for the two-body problem easily extend...
International audienceLevi-Civita's regularization procedure for the two-body problem easily extends...
AbstractLevi–Civita's regularization procedure for the two-body problem easily extends to a regulari...
We introduce the $N$-body problem of mathematical celestial mechanics, and discuss its astronomical ...
AbstractThe geometry of the global phase space of the collinear three-body problem with negative ene...
AbstractThe geometry of the global phase space of the collinear three-body problem with negative ene...
This is a work about the collision of 3 celestial bodies which are aligned in a straight line, by fo...
This is a work about the collision of 3 celestial bodies which are aligned in a straight line, by fo...
AbstractIn the n-body problem a collision singularity occurs when the positions of two or more bodie...
International audience{Levi-Civita's regularization procedure for the two-body problem easily extend...
International audience{Levi-Civita's regularization procedure for the two-body problem easily extend...
International audience{Levi-Civita's regularization procedure for the two-body problem easily extend...
We introduce the $N$-body problem of mathematical celestial mechanics, and discuss its astronomical ...
International audienceLevi-Civita's regularization procedure for the two-body problem easily extends...
We introduce the $N$-body problem of mathematical celestial mechanics, and discuss its astronomical ...
International audience{Levi-Civita's regularization procedure for the two-body problem easily extend...
International audienceLevi-Civita's regularization procedure for the two-body problem easily extends...
AbstractLevi–Civita's regularization procedure for the two-body problem easily extends to a regulari...
We introduce the $N$-body problem of mathematical celestial mechanics, and discuss its astronomical ...
AbstractThe geometry of the global phase space of the collinear three-body problem with negative ene...
AbstractThe geometry of the global phase space of the collinear three-body problem with negative ene...