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Wireless Ad Hoc and Sensor Networks

Wireless Ad Hoc and Sensor Networks

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388 <strong>Wireless</strong> <strong>Ad</strong> <strong>Hoc</strong> <strong>and</strong> <strong>Sensor</strong> <strong>Networks</strong>8.8.1 Optimal Relay Node SelectionThe link_cost_ factor, which is defined as the ratio of the energy availableover the product of the average E2E delay <strong>and</strong> the distance from the nodeto the BS, is given byErnLink _cos t _ factor =Delay × Dist(8.4)where Er n is the energy available in the given node obtained from thebattery monitor, Delay is the average E2E delay between any two CHs,<strong>and</strong> Dist is the distance from the given node to the BS. In Equation 8.2,the energy available at a node has to be higher whereas the average E2Edelay <strong>and</strong> the distance to the BS have to be at a minimum to select anoptimal route that renders a long network lifetime. Therefore, a relay nodeon the optimal route should maximize the link_cost_ factor. Ensuring thatthe delay <strong>and</strong> the distance to the BS are minimal will help reduce thenumber of hops <strong>and</strong> the overall delay in routing the information from aCH to the BS. When multiple RNs are available for routing, an optimalRN is selected such that the link_cost_ factor is maximized. The nodes thatare common between the CH are taken into consideration to becomec<strong>and</strong>idate RNs. Figure 8.19 shows the relay-node selection for the proposedOEDSR in contrast with OEDR wherein RNs have to satisfy certainstringent requirements such as maximizing the number of two-hop neighbors.The details of the relay-node selection in OEDSR are discussed next.CHNodeRelay nodeBSNodes awayfrom BSIdentifying thebest relay nodeIdentifying thebest relay nodeFIGURE 8.19Relay node selection.

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