As it is observed, by increasing the SINR constraint, the rate of users decreases; hence, the total throughput of users decreases.
For instant, by increasing the SINR constraint form Q∗=5 to Q∗=15 dB, for a given interference threshold (10−8) the throughput degradation is about 4 and 2.5 Mbps for PF and max min fairness, respectively.
We observe that by increasing the SINR constraint, according to (27) the rate of elastic users decreases, thereby, the total throughput of elastic users decreases for both PF and max min fairness; however, gap in the throughput graphs, decreases for lower values of interference threshold due to smaller feasible rate region.
These drawbacks might be circumvented, at least in part, by increasing the structural constraints around the hydroxamic moiety.
Extra thickness due to loading side-plates accentuates two desirable features of gauge thinning, by providing directional stability in the advancing crack tip, and by increasing the level of constraint.
By increasing, the minimum rate constraints are relaxed.
Multimodel uncertainty can be directly considered in the proposed approach by increasing the number of constraints.
The estimation accuracy increases by increasing the number of directional constraints (hat L) for the BM.
In addition to this, it is found that successive relaxations of the perimeter constraint by increasing the upper-bound tend to regularize the topology solution and result in a checkerboard free and satisfactory design solution without grey regions.
