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Exact(6)
(P_{n}) denotes the maximum total transmission power of user (n).
Finally, we can use (4) to find the maximum total transmission success rate when transmitting the four messages.
At the base station, a maximum total transmission power of Pmax watts and S subchannels are available for transmission.
Accordingly, the BS can use to look up the table and quickly get capable of making the system have the maximum total transmission success rate.
The maximum total transmission power of the relays is equal to the transmission power of each user, i.e., P R=1.
Comparing the difference between ARCA and DRCA schemes, we know that the two schemes use different forecast algorithms, and the ARCA scheme can find the number of ranging codes to achieve the maximum total transmission success rate according to the forecast values.
Similar(54)
Figure 4 shows the normalized maximum SINR and the total transmission power p for the proposed algorithm with different iteration steps m.
Fig. 4 Normalized maximum SINR and the total transmission power p curves for the proposed algorithm with different iteration steps m. Figure 5 illustrates the normalized beampattern power for the proposed algorithm.
where Pth is the maximum total power that can be used for transmission.
Following our previous work in [1], we treat all the transmitters as a whole transmitter (we only care about the amount of bits sent to the receivers while the bits sent by which transmitter do not matter) and find out the optimal total transmission power that achieves the maximum departure region [2] for a given deadline (the dual problem of transmission completion time minimization).
γ min is the minimum SINR required for a successful transmission, γ max is the maximum SINR that can be detected, W is the total transmission bandwidth, and S is the overhead scaling [26].
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