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Performance Analysis of CGS, a k-Coverage Algorithm Based on One-Hop Neighboring Knowledge

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Academic year: 2021

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Figure

Fig. 1. The tree CGS phases running on Op-sensor i .
Fig. 2. Measurement Radius ( R m ) computation in a ring topology with k = 3 , r = 1 , N S = 16 , O v = 2 , and N R = 320
Fig. 3. CGS coverage quality as a function of messages loss probability ( p l ) vs Random Scheduling coverage quality as a function of sleeping probability ( p s ) with N s = 99 , O v = 3 and k = 4 .
Figure 4 shows us that when k value increases from 2 to 7 mean relative coverage cost decreases from 1.40 to 1.20.

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