Sentence examples for receiving threshold from inspiring English sources
In this PCCF protocol, the RTS transmitted power is based on the carrier sense threshold, the receiving threshold and the maximum transmitted power, and then the data transmitted power is calculated based on the SINR (signal to interference and noise ratio) threshold.
When the received signal power is below the receiving threshold, we believe that there is no wireless link between the two nodes.
The wireless transmission range r 0 of each node can then be calculated as the equivalent transmission power using a receiving threshold, P rx,th, also referred to as the reception sensitivity.
Table 2 AQUA-GLOMO simulation parameters and their values Parameters Value Data Frame Payload Size 50 bytes Propagation Speed 1500 meter/sec Data Rate 10000 bits/sec Node Frequency 25 KHz Transmission Power 1000 mW Receiving Threshold Power 20 mW Range 750 m.
Our numerical results indicate that cooperative relaying between the primary and the secondary system can help the secondary network to achieve a higher transmission capacity in some cases, and the capacity gain on cooperative relaying largely depends on the location of the relay, the power ratio, as well as the receiving threshold of the secondary network.
Burbridge is the only receiver in the Big Ten who has eclipsed the 1,000-yard 1,000-yardthreceiving1,158; 13thresholdn the nation), and he was just named the conference's receiver of the year.
This variation in received power causes some packets to fall below the minimum receive threshold for the data rate being used, and those packets are dropped.
Second, the transmit power from MBS to M-UE is PMU, the receive threshold is denoted as ΓMU, and IMU is the aggregate interference from all the other active MBSs except the target MBS m0.
We assume that R-UEs receiving messages by the aid of RSs are located according to some stationary point process in a circular area around the RS and of radius R. We denote PR as the transmit power of the RS, ΓRU as the receive threshold, and IRU as the sum of interference of all other active RSs except the target RS r0.
Six networks that had not achieved the "ready to receive" threshold by the final assessment were classified as "other".
Beurle introduced the update equation n(mathbf{x}, t+tau) = q(mathbf{x}, t) fbigl[n(mathbf{x}, t bigr], (1) where (q(mathbf{x}, t)) is the density of quiescent neurons in the given volume element, and (f[n(mathbf{x},t)]) the proportion of neurons receiving exactly threshold excitation.
