The structure of the solvation shell of the Na + ion in a aqueous solution was obtained from radial distribution functions, the ion—water dipoles and ion-HH vectors angular—radial distribution functions, the angular—angular frequencies obtained from the angles formed by the vectors dipole and by the vectors HH and, finally, by the frequencies of the azimuthal angles formed by three water molecules in solvation shell. These functions were obtained by Monte Carlo simulation of a system composed of TIP4P water and one Na + ion. The most important structural features of the solvation shell are: the dipole moment and the ion are co-linear, the two vectors defined by the ion and the oxygen atom and by the two hydrogen atoms of the same molecule (HH) are perpendicular, the angles formed by the dipoles of two water molecules are close to 105, 120 and 180°, the angles formed by their HH vectors are 90°. This information allows us to identify three main structures for the solvation shell: the first one is non—planar and derived from the tetrahedron geometry, the second structure is an equilateral triangle and the last one is planar also and is formed by the three water molecules occupying three of four vertices of a square. In all cases, the Na + ion occupies the centre of the geometric figure.
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