Construction of conditionally periodic solutions of problem of reciprocating motion of axially symmetric satellite of triaxial planet

Attention is given to Zhuravlev's (1981, 1982) stationary solutions to an averaged system of equations of the first approximation, corresponding to conditionally periodic solutions in the first approximation for the unaveraged system of equations of motion. The generating function of the canonical transformation is derived, and conditionally periodic solutions are obtained for different systems of variables describing the translational-rotational motion of a satellite of a triaxial planet.