Blow up of mechanical systems with a homogeneous energy.

Título inglés	Blow up of mechanical systems with a homogeneous energy.
Título español	Explosión de sistemas mecánicos con energía homogénea.
Autor/es	Lacomba, Ernesto A. ; Bryant, John ; Ibort, Luis Alberto
Organización	Dep. Mat. Univ. Autón. Metropol., México D.F., Méjico;París, Francia;Dep. Math. Univ. California Berkeley, Berkeley (California), Estados Unidos
Revista	0214-1493
Publicación	1991, 35 (2): 335-345, 8 Ref.
Tipo de documento	articulo
Idioma	Inglés
Resumen inglés	By using the ideas introduced by McGehee in the study of the singularities in some problems of Celestial Mechanics, we study the singularities at the origin and at the infinity for some classical mechanical systems with homogeneous kinetic and potential energy functions. For these systems the origin and the infinity of the configuration coordinates is usually a singularity or a nullity of the Hamiltonian function and the verctor field. This work generalizes a previous one by the first and the third authors, where the kinetic energy did not depend on the configuration coordinates.
Código MathReviews	MR1201560
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