A topological index as a graph parameter is obtained mathematically from the graph's topological structure. These indices are useful in measuring the various chemical characteristics of chemical compounds in chemical graph theory. We compute the first and second temperature indices, the hyper temperature indices, the sum connectivity temperature index, the product connectivity temperature index, the reciprocal product connectivity temperature index, and the F temperature index of two molecular graphs, SiO4 embedded in a chain and C6H6 embedded in a Non-kekulean structure, systematically. We also provide a graphical representation of the results that explains the reliance of topological indices on the specified polynomial design parameters.
2020 AMS Mathematics Subject Classification: 05C07, 05C09, 05C31, 05C76, 05C99