The structure of the solid adducts of SF4 with several fluoride acceptors has been studied by investigations of the "F exchange between SI8F4 and BF3 and between SF4 and BIgF4, the infrared spectrum of SF4.BF3, and the Raman spectra of SF,.BF3, SF4.PF5, SF4.AsF5, and SF4.SbF5. The experimental observations are best accounted for in terms of an ionic structure SF3+.MX,,-in each case, but there is good evidence for relatively strong fluorine bridging between the ions.In anhydrous hydrogen fluoride solution, SF, and the adducts SF,.BF3 and SF,.SbF5 were studied conductimetrically and by "F nuclear magnetic resonance. Both methods indicate con~plete ionization of the adducts to SF3+ and the complex fluoroanion. SF4 is a weak base in hydrogen fluoride ionizing to SF3+ and HF2-.

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Due to the immense applications of interconnection networks, various new networks are designed and extensively used in computer sciences and engineering fields. Networks can be expressed in the form of graphs, where node become vertex and links between nodes are called edges. To obtain the exact location of a specific node which is unique from all the nodes, several nodes are selected this is called locating/resolving set. Minimum number of nodes in the locating set is called locating number. In this article, we find the exact value of locating number of newly designed hexagonal Möbius ladder network.

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