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In the aircraft sector, honeycomb composite materials are frequently employed. Recent research has demonstrated the benefits of honeycomb structures in applications involving nanohole arrays in anodized alumina, micro-porous arrays in polymer thin films, activated carbon honeycombs, and photonic band gap honeycomb structures. The resolvability parameter is the area of graph theory that is most commonly explored. This results in an original network reconfiguration. Occasionally in terms of atoms (metric dimension), and sometimes in terms of bounds (edge metric dimension). In this article, we examined the honeycomb rhombic torus&#x2019;s metric, edge metric, mixed metric, and partition dimension. The application of edge metric dimension is also discussed in it.

Honeycomb Rhombic Torus Vertex-Edge Based Resolvability Parameters and its Application in Robot Navigation