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Fig. 7 The maximal throughput of secondary system w.r.t.

Figure 10 shows the maximal throughput of secondary system w.r.t.

As a result, the maximal throughput of secondary system will gradually approach the value of R 1. Fig. 8 The maximal throughput of secondary system w.r.t. the transmission power of the SU for different transmission rates R 1.

The maximal throughput of secondary system improves dramatically with the increase of the transmission power of SU and R 1.

Fig. 9 The maximal throughput of secondary system w.r.t. the transmission rate R 1 for different d SU,SR.

(mathcal {V}_{mathrm {p}}^{text {max}}) denotes the maximal throughput of the stand-alone primary network without spectrum sharing.

SATA 2 is common, and supports a maximum throughput of 3Gbps.

In Figure 5(a), the expectation of the maximal throughput for different is plotted, as obtained through the analytical model and simulation.

The "combined" constellations (N b >0, N s >0) provide the maximal throughput (for sufficiently high γ BC) in relatively large regions of γ MAC, γ HSI (see the dominant throughput regions of (left (N_{b}^{mathrm {I}},N_{ss}^{mathrm {I}}right)=(2,1)) for γ BC={20 dB, 25 dB}).

The first experiment, shown in Figure 12, consists of a ZigBee link transmitting at a maximal throughput at the start of the experiment.

Each potential encoded packet uses opportunistic coding, in which a node aims to achieve the maximal throughput but not maximize the number of network coding in a single transmission.