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Consider transmitting a set of k input packets b 1, b 2, …, b k from a source node to a destination node over a network with packet loss.
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aIn our signal model, we consider transmit SNR as the ratio of transmitted power to the noise variance.
In this paper, we consider transmit power control (TPC) as the only coexistence mechanism.
Differently to [23], in the present work, we consider transmit pulses with a shorter length in time domain such as the cosine pulse and the Gaussian pulse.
For our simulations, we consider transmit antennas using a QAM Gray-mapped constellation over a Rayleigh nonfrequency selective block fading channel, constant over symbol durations, and receive antennas.
We consider transmit beamforming for single-carrier frequency-division multiple access (SC-FDMA) transmission over frequency-selective multiple-input multiple-output (MIMO) channels.
Two particular examples of precoder selection are considered: transmit antenna selection and beam selection.
where (d_{n}^{(0)}) is either QAM/PSK symbol (also after DFT precoding, if considered) transmitted at subcarrier indexed n, and the shift (n+frac {1}{2}) is due to the application of the legacy SC-FDMA scheme, where such a shift in frequency is introduced.
Hence, this reveals the terms, which can be omitted under the whole considered transmit power range.
This is possible due to the fact that the considered transmit pulse is not strictly bandlimited.
In this case, the apparent noise floor remains equal to the measured thermal noise floor for all considered transmit powers.
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