Abstract

An empirical method that uses colors and rotation of 3D figures is proposed for visualizing the 4D “Poincaré space of section” in 3D Hamiltonian systems. The representation of the 4th dimension as color variation in 3D projections, gives essential information about the areas that are close to each other in the 4D space. This method helps us to reveal existing structures in cases where the consequents in the 3D projections seem to fill densely the space.KeywordsPeriodic OrbitGray ShadeUnstable Periodic OrbitInteractive Data LanguageOrbital BehaviorThese keywords were added by machine and not by the authors. This process is experimental and the keywords may be updated as the learning algorithm improves.

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