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Название: Triangular Dynamics Under Pressure
Автор: Francois Bavaud
Аннотация:
Three planar classical particles interact via a potential proportional to the area
of the triangle they form. This system is equivalent to two oscillators attached
to the origin, the nearest being repelled by and the other being attracted to it
(piecewise integrable Hamiltonian). Numerical simulations show two types of
trajectories.