Add to ORKGWe consider the spatial restricted three body problem (RTBP) for values of the mass parameter close to µRouth. We analyse the dynamics around the vertical periodic orbits which are born at the equilateral equilibrium points L4 and L5, and we describe the confinement around the complex-unstable periodic orbits due to the 2D stable and unstable invariant manifolds
In this paper we introduce a general methodology for computing (numerically) the normal form aroun...
This paper focuses on the dynamics near the collinear equilibrium points L 1;2;3 of the spatial Res...
The invariant manifold structures of the collinear libration points for the spatial restricted three...
email ollema upces joanrvilmaupces jordivilmaupces We consider the spatial restricted three body p...
We are interested in studying the motion in a (big) neighborhood of the collinear equilibrium point ...
Nonlinear approximation of periodic motions around the collinear equilibrium points in the case of t...
This paper is devoted to the analysis of an extended neighborhood of the collinear equilibrium poin...
Diagonal Barcelona Email jorditereupces In this note we present some numerical results about...
Abstract. Three-dimensional planetary systems are studied, using the model of the restricted three-b...
In the present paper we give some numerical results about natural families of periodic orbits, which...
In this work we study the dynamics around an elliptic periodic orbit of Hamiltonian systems. To this...
The paper deals with different kinds of invariant motions (periodic orbits, 2D and 3D invariant tori ...
It is well known that the restricted three-body problem has triangular equilibrium points. These poi...
Abstract. This paper deals with the Restricted Three Body Problem (RTBP) in which we assume that the...
The paper deals with a modification of the restricted three-body problem in which the angular veloci...
In this paper we introduce a general methodology for computing (numerically) the normal form aroun...
This paper focuses on the dynamics near the collinear equilibrium points L 1;2;3 of the spatial Res...
The invariant manifold structures of the collinear libration points for the spatial restricted three...
email ollema upces joanrvilmaupces jordivilmaupces We consider the spatial restricted three body p...
We are interested in studying the motion in a (big) neighborhood of the collinear equilibrium point ...
Nonlinear approximation of periodic motions around the collinear equilibrium points in the case of t...
This paper is devoted to the analysis of an extended neighborhood of the collinear equilibrium poin...
Diagonal Barcelona Email jorditereupces In this note we present some numerical results about...
Abstract. Three-dimensional planetary systems are studied, using the model of the restricted three-b...
In the present paper we give some numerical results about natural families of periodic orbits, which...
In this work we study the dynamics around an elliptic periodic orbit of Hamiltonian systems. To this...
The paper deals with different kinds of invariant motions (periodic orbits, 2D and 3D invariant tori ...
It is well known that the restricted three-body problem has triangular equilibrium points. These poi...
Abstract. This paper deals with the Restricted Three Body Problem (RTBP) in which we assume that the...
The paper deals with a modification of the restricted three-body problem in which the angular veloci...
In this paper we introduce a general methodology for computing (numerically) the normal form aroun...
This paper focuses on the dynamics near the collinear equilibrium points L 1;2;3 of the spatial Res...
The invariant manifold structures of the collinear libration points for the spatial restricted three...