The orbital dynamics of synchronous satellites is studied. The 2:1 resonance is considered; in other words, the satellite completes two revolutions while the Earth completes one. In the development of the geopotential, the zonal harmonics J(20) and J(40) and the tesseral harmonics J(22) and J(42) are considered. The order of the dynamical system is reduced through successive Mathieu transformations, and the final system is solved by numerical integration. The Lyapunov exponents are used as tool to analyze the chaotic orbits.Fundação de Amparo à Pesquisa do Estado de São Paulo (FAPESP)Conselho Nacional de Desenvolvimento Científico e Tecnológico (CNPq
The chaotic behavior in the rotational motion of planetary satellites is studied. A satellite is mod...
We have computed the integrated autocorrelation function for different families of geosynchronous, i...
International audienceContext. The dynamical region of the Jovian irregular satellites presents an i...
The orbital dynamics of synchronous satellites is studied. The 2 : 1 resonance is considered; in oth...
The orbital dynamics of synchronous satellites is studied. the 2:1 resonance is considered; in other...
In this work, the resonance problem in the artificial satellites motion is studied. the development ...
In this work, the resonance problem in the artificial satellites motion is studied. The development ...
We study the dynamics of the space debris in the 1:1 and 2:1 resonances, where geosynchronous and GP...
We study the dynamics of the space debris in the 1:1 and 2:1 resonances, where geosynchronous and GP...
We study the dynamics of the space debris in the 1:1 and 2:1 resonances, where geosynchronous and GP...
Eccentric and inclined resonant orbits exhibit complex motions that have the potential to become cha...
The possibility of dynamic chaos in the spin motion of minor natural planetary satellites is studied...
A concise, novel description is presented of near-circular satellite motion at arbitrary inclination...
A concise, novel description is presented of near-circular satellite motion at arbitrary inclination...
In several previous papers we had investigated the orbits of the stars that make up galactic satelli...
The chaotic behavior in the rotational motion of planetary satellites is studied. A satellite is mod...
We have computed the integrated autocorrelation function for different families of geosynchronous, i...
International audienceContext. The dynamical region of the Jovian irregular satellites presents an i...
The orbital dynamics of synchronous satellites is studied. The 2 : 1 resonance is considered; in oth...
The orbital dynamics of synchronous satellites is studied. the 2:1 resonance is considered; in other...
In this work, the resonance problem in the artificial satellites motion is studied. the development ...
In this work, the resonance problem in the artificial satellites motion is studied. The development ...
We study the dynamics of the space debris in the 1:1 and 2:1 resonances, where geosynchronous and GP...
We study the dynamics of the space debris in the 1:1 and 2:1 resonances, where geosynchronous and GP...
We study the dynamics of the space debris in the 1:1 and 2:1 resonances, where geosynchronous and GP...
Eccentric and inclined resonant orbits exhibit complex motions that have the potential to become cha...
The possibility of dynamic chaos in the spin motion of minor natural planetary satellites is studied...
A concise, novel description is presented of near-circular satellite motion at arbitrary inclination...
A concise, novel description is presented of near-circular satellite motion at arbitrary inclination...
In several previous papers we had investigated the orbits of the stars that make up galactic satelli...
The chaotic behavior in the rotational motion of planetary satellites is studied. A satellite is mod...
We have computed the integrated autocorrelation function for different families of geosynchronous, i...
International audienceContext. The dynamical region of the Jovian irregular satellites presents an i...