Minerals like silicon and oxygen set in tetrahedral  units with different shapes of attachment are called silicates. Silicates are critical because from the chemical composition

of these elements we obtain the glass, ceramic, and cement. By sharing oxygen atoms on two corners of each tetrahedral, simple chain silicates are created.  is the generic formula for cyclic silicate. In this work, we centralize on chain silicate graphs and find-out

multiple topological indices in view of edge dividing techniques. TIs such as Zagreb type TI, Geometric arithmetic index, Sum connectivity index, harmonic index, Inverse sum indeg index, Symmetric index division, SK indices. A graphical resemblance was also given to explore the behavior of the referred indices.