Abstract
It is conducted an analysis of two-dimensional rotational oscillations of water molecules using a dual frequency model of a spherical pendulum in an inhomogeneous field of forces. It is considered a frequency dynamics in the transition from independent two-dimensional rotational oscillations to the rotation at the same frequency. It is shown that the pendulum frequency matching due to the presence of the field of forces that is directed and angularly inhomogeneous. Fourier - analysis of the orbits is done
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