Wireless terrestrial networks are usually designed in two dimensional plane, but in real life they form three dimensional space. For navy, air force and under water applications, full connectivity and coverage are necessary to achieve good surveillance. Coverage and connectivity issues become more important to achieve full connectivity with less number of nodes. In three dimensional networks, node placement strategy is one of the most important design problems.In this thesis, main aim is to deploy the minimum number of nodes in an effective way to get communication among nodes over a multi-hop path. Sensing range and transmission range values are main factors for our calculations. The volumetric quotient, which is the ratio of the transmission range (represented as the volume of the shape) to the sensing range (represented as the volume of the shape's circumsphere) of each node, is used as the main measure of the placement strategy.Researchers use polyhedrons to model three dimensional networks. As the volumetric quotient increases, we need less number of nodes for full coverage.The contribution of this research is finding a cone model which gives a higher volumetric quotient than polyhedrons. The inspiration comes from satellite footprint.The cone model was tessellated using 3Ds Max which is a modelling, animation and rendering software. Cones are deployed in special manner that has no empty space between nodes. So we can achieve full connectivity with cone model. We compared our results with previous researches and we achieve better results in terms of volumetric quotient and number of nodes needed compared to other models. Our result achieved the minimum of transmission ranges for both axes. Best results found in terms of maximum of minimum transmission ranges for u and v axes. This research shows us we can achieve full coverage with using a shape rather than polyhedrons. I am very grateful to Mustafa Erbilen. We discussed mathematical calculations in a long period of time, and I gained lots of information from his ideas.