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A channel is chosen which has maximum transmission capacity and is not occupied by primary users or neighboring vehicles.
In common, the maximum transmission capacity is achieved at a specific outage probability in Figures 5 and 6.
Each terminal is limited by a maximum transmission capacity (512 kbps in case of consumer terminals and 2048 kbps in prosumer terminals) and by its SLA.
In addition, the maximum transmission capacity in the distributed system decreases due to the ability to adjust the load graph of BESS which may lead to delay in upgrading electrical equipment.
These limits ensure the executability of the tasks on the nodes and guarantee that the maximum transmission capacity is not exceeded without modeling node load and scheduling overhead explicitly.
When the threshold increases to 3, the maximum transmission capacity for the network with cooperative relaying can be achieved only when the distance from the relay to the PR is higher than 10 where the outage probability constraints are satisfied.
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The maximum transmission capacities of a cognitive network with and without cooperative relaying are derived under the outage probability constraints from both the primary and the secondary network.
From the subfigures in Figure 7, we notice that the maximum transmission capacities of both cases (with and without cooperative relaying) increase with the increase of η s when η s is below a certain value and plummet to zero when η s exceeds a certain value.
The numerical results of the maximum transmission capacities of the network with and without cooperative relaying versus the receiver threshold η s of the secondary network are reported in Figure 8 (a), (b), and (c) when the distance between the PT and the PR is set to 100, 50, and 20, respectively.
The authors have computed maximum physical transmission capacity and optimal number of nodes that achieve the maximum capacity.
So, a maximum torque transmission capacity can be expected at around α 1 = 30°, for which T Fal takes its maximum value.
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