Sentence examples for minimum total transmit from inspiring English sources

This energy assignment results in the minimum total transmit energy per symbol for the scheduled users.

With perfect CDI, it is easy to show that the minimum total transmit power is (p_{text {CDI}}=sum _{b=1}^{N_{b}}p_{s,b}).

Furthermore, minimum total transmit power difference between the OBPA scheme and EBOPA scheme is larger when R is larger, or when W is smaller.

We then optimize the bit allocation between the desired and interfering CDIs to further reduce the minimum total transmit power p S. Unfortunately, the optimal bit allocation that minimizes p S is hard to find because the expression of p S in (22) is complicated and nonlinear with the CDI quantization distortion.

The minimum total transmitted energy is observed when the relay is approximately 125 m away from the source node, and after which the total energy consumption again increases as the relay moves towards the destination node.

Hence, the minimum total transmitted power (P A +P B ) can be achieved solely with (widetilde {P}_{e,A}) and (widetilde {P}_{e,B}) being satisfied by the minimum requirement of BER, i.e., (widetilde {P}_{e,A} = {text {BER}_{A}}) and (widetilde {P}_{e,B} = {text {BER}_{B}}).

The optimization objective is to maximize QoEW under the constraint of maximum total transmit power of SUs and the relay nodes, while guaranteeing the minimum QoE requirements of SUs and keeping the interference power to multiple PUs below their tolerable thresholds.

C3 is the transmit power constraint, and P total is the maximum total transmit power.

Interference leakage to PUs always below a threshold, each SU must achieve the minimum required data rate, total transmit power of all SUs must be below the available power at base station, no more than one SU is allocated to each subchannel.

Fig. 3 Simulation 2. Average minimum harvested power per ER versus total transmit power, P. Figure 4 illustrates the average minimum harvested power per ER versus the minimum required SINR of IR, Γ I.

Fig. 5 Simulation 4. Average minimum harvested power per ER versus number of transmit antennas N. Figure 6 depicted the average total transmit power versus minimum required SINR of IR.