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In Figure 4, several curves of recovery probability are shown, normalized by the received ratio.
Let r=R/N be the received ratio of all output symbols.
Therefore, the end-to-end packet received ratio, and energy consumption are taken into account.
Figure 5 shows the PLR performance of Layer 1 of all the three approaches with the received ratio near 50%.
which indicates that the expected consecutive recovering layers are i for the receiving node whose received ratio is in [r i,ri + 1).
Furthermore, given a fixed received ratio of output symbols, we have Lemma 2 when the output block size N increases with a fixed overall coding rate γ.
Similar(46)
The second metric, receiving ratio is defined as (7).
However, Figure 6 shows us that as increases, the receiving ratio decreases.
And hence, the asymmetric links waste energy, increase delay, and degrade the packet receive ratio (PRR).
Therefore, we reduced the receive ratio to 50% to simulate a more realistic environment.
In a first series of tests, no interference was assumed (receive ratio of 100%).
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