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Channel capacity comparisons under different experimental conditions. (a) Channel capacity versus ρ, given N = 2. (b) Channel capacity versus #users, given M = 8. (c) Channel capacity versus CEE, given M = 8, N = 2.

Channel capacity comparisons under different experimental conditions. (a) Channel capacity versus ρ, given N = 2. (b) Channel capacity versus #users, given M = 8. (c) Channel capacity versus CEE, given M = 8, N = 2.

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Time reversal (TR) is regarded as a potential future transmission scheme for multi-user (MU) multiple-input single-output (MISO) ultra-wideband (UWB) communication systems. In spite of TR’s good performance in MU-MISO UWB systems, it suffers from performance degradation due to spatial correlation and imperfect channel state information (CSI). In th...

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... numerical evaluation of the channel capacity is shown with the CIR length L = 110 in the system model. The average channel capacity of every user (setting ϕ = 1, θ = 25 dBm, and SNR = 25 dB) is plotted in Fig.6 with different system configurations. ...
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... the following, without loss of generality, we use ϕ ≈ 1. The numerical evaluation of the channel capacity is shown with the CIR length L = 110 in the system model. The average channel capacity of every user (setting ϕ = 1, θ = 25 dBm, and SNR = 25 dB) is plotted in Fig.6 with different system configurations. As shown in Fig. 6a, the channel capacity per user increases monotonically with M in the low range of correlation, as a result of improved SINR achieved by enhanced spatial focus- ing. In Fig. 6b, it can be seen that even when ρ t and ρ r are equal to zero, a larger N (i.e. more co-existing users) degrades channel capacity of each user due to stronger ...
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... system model. The average channel capacity of every user (setting ϕ = 1, θ = 25 dBm, and SNR = 25 dB) is plotted in Fig.6 with different system configurations. As shown in Fig. 6a, the channel capacity per user increases monotonically with M in the low range of correlation, as a result of improved SINR achieved by enhanced spatial focus- ing. In Fig. 6b, it can be seen that even when ρ t and ρ r are equal to zero, a larger N (i.e. more co-existing users) degrades channel capacity of each user due to stronger inter- ference among users, but it still gives rise to the sum channel capacity listed in Table 3. In more details, when increas- ing the number of co-existing users from 2 to 4 ...
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... more details, when increas- ing the number of co-existing users from 2 to 4 (ρ t = ρ r = 0), the channel capacity per user reduces to 63% of the original while the sum channel capacity increases from 4.626 bps/Hz to 6.328 bps/Hz, i.e. the available bandwidth per user is reduced if the system serves more users. Further- more, based on Table 3 and Fig. 6, it is observed that the more spatial correlation, the more serious IUI, there is the less the channel capacity. In fact, IUI is introduced due to the non-orthogonality of the channel impulse responses among different users. To solve this problem, signature waveform design techniques can be utilized to combat the interference. The ...
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... adjust the amplitude and phase of each tap of the signature waveform based on the known CSI and thereby optimize the received signal to achieve low bit error rate. However, in practical systems, a mismatch between the known CSI and the true channel characteristics may occur. For example, the CSI may be outdated due to channel variations. Fig. 6c demonstrates the combined impacts of CEE and spatial cor- relation on channel capacity per user. It is obvious that the more errors in CSI, the less capacity is ...

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