Periodic solutions of the second genre in the vicinity of Hill's problem family G

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Families of periodic solutions of the second genre (on Poincare), generated by direct moonlike orbit g are investigated. All types of periodic solutions bifurcations, valid in nonintegrable Hamiltonan systems are found out. The received results can be useful at research of periodic solutions of more complex models, and also to an explanation of movement of natural and artificial satellites.

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IDR: 14968543

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