Stacked central configurations for the spatial six-body problem
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Publication:838469
DOI10.1016/j.geomphys.2009.06.004zbMath1225.70008OpenAlexW2039672891MaRDI QIDQ838469
Antonio Carlos Fernandes, Felipe Emanoel Chaves, Braulio Augusto Garcia, Luis Fernando Mello
Publication date: 26 August 2009
Published in: Journal of Geometry and Physics (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.1016/j.geomphys.2009.06.004
Related Items (15)
Stacked central configurations for the spatial seven-body problem ⋮ New classes of spatial central configurations for the \(n+3\)-body problem ⋮ Super central configurations in the collinear 5-body problem ⋮ Central configurations in the planar 6-body problem forming two equilateral triangles ⋮ A special family of stacked central configurations: Lagrange plus Euler in one ⋮ Stacked Central Configurations with a Homogeneous Potential in \(\mathbb{R}^3\) ⋮ New classes of spatial central configurations for \(N + N + 2\)-body problem ⋮ Symmetric planar central configurations of five bodies: Euler plus two ⋮ Stacked central configurations in the 5-vortex problem ⋮ Twisted stacked central configurations for the spatial nine-body problem ⋮ New spatial central configurations in the 5-body problem ⋮ New classes of spatial central configurations for the 7-body problem ⋮ Planar symmetric concave central configurations in Newtonian four-body problems ⋮ Homothetic radial solutions of the Newtonian general spatial \((N+1)\)-body problem ⋮ Spatial bi-stacked central configurations formed by two dual regular polyhedra
Cites Work
- Central configurations of nested regular polyhedra for the spatial \(2n\)-body problem
- Central configurations of three nested regular polyhedra for the spatial \(3n\)-body problem
- Triple and quadruple nested central configurations for the planar \(n\)-body problem
- On central configurations
- Seven-body central configurations: a family of central configurations in the spatial seven-body problem
- New central configurations for the planar 5-body problem
- Topology and mechanics. II: The planar \(n\)-body problem
- Central configurations of nested regular tetrahedrons
- On the role and the properties ofn body central configurations
- Periodic solutions for planar 2N-body problems
- Bifurcation of Spatial Central Configurations from Planar Ones
- Stacked central configurations: new examples in the planar five-body problem
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