Tidal evolution of the earth-moon system in the case of random perturbations of the ocean resonance frequency

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Earth-Moon System, Lunar Tides, Oceanographic Parameters, Perturbation, Planetary Evolution, Continental Drift, Energy Dissipation, Resonant Frequencies, Stochastic Processes

Scientific paper

The authors propose a stochastic model of the tidal evolution of the Earth-Moon system based on two assumptions: (1) tidal energy dissipation occurs in the ocean and (2) a change of tidal energy dissipation in the past is associated with a reconstruction of the ocean spectrum due to the continental drift. It is found that when the ocean tides come out of resonance rapidly (in other words, when the duration of their occurrence in resonance is not greater than one-fifth of the Earth's history), the problem of the "time scale" for the tidal evolution of the Earth-Moon system does not arise. Possible ways for correlation between the existing estimates of the duration of the tidal evolution of the Earth-Moon system and ocean tidal energy dissipation are discussed.

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