Chaotic motion of test particles in the Ernst space-time

Physics

Scientific paper

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Scientific paper

Trajectories of test particles in the Ernst space-time are studied. The Poincaré surfaces of section are constructed and Lyapunov characteristic exponents are evaluated for a selected set of trajectories. This approach indicates that the number of isolating integrals is not sufficient to separate equations of motion and the particle trajectories are not integrable.

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