Digital Signal Processing Reference
In-Depth Information
10
0
L = 2
L = 4
L = 8
L = 16
Option 1
Option 2
10
−1
10
−2
10
−
3
10
−4
10
−5
10
−6
0
5
10
15
20
25
30
35
Average channel SNR [dB]
FIgure 6.9
Average error rate of SECps-based bandwidth-efficient schemes for both options.
scheme can use a larger constellation than the SEC-based scheme since the best path is
used in this case. Comparing
Figures 6.2
and
6.8
, we can conclude that the SECps-based
bandwidth-efficient scheme achieves nearly the same spectral efficiency as the SC-based
scheme. From Figure 6.9, we observe that similar to the SEC-based scheme, the BER per-
formance of the SECps-based bandwidth-efficient scheme with option 1 shows a more
significant improvement than with option 2 when the number of antennas increases.
But the difference is that now the BER improvement manifests over all the SNR region.
In fact, the average BER performance of the SECps-based bandwidth-efficient scheme
with option 1 is very similar to that of the SC-based scheme shown in
Figure 6.3
.
We now compare the performances and spectral efficiencies of different schemes in
Figures 6.10
and
6.11
,
respectively, for a fixed number of receive antennas (
L
= 4). he
target BER is set to 10
-4
in these figures. In particular, the average BER performance of
different schemes with option 1 is shown in Figure 6.10. Note that we use subscript 1 to
denote the minimum estimation schemes based on SEC or SECps, and subscript
N
to
denote the bandwidth-efficient schemes. It can be seen that the SECps-based bandwidth-
efficient scheme offers nearly the same error performance as the SC-based scheme. The
complexity advantage of the SEC-based scheme comes at the cost of certain error per-
formance degradation. It is worth pointing out that for the high-SNR region, the aver-
age BER of the SEC-based bandwidth-efficient scheme becomes better than that of the
SECps-based minimum estimation scheme.
Figure 6.11
compares the average spectral
efficiencies of different schemes with option 2. Again, the SECps-based bandwidth-
efficient scheme offers the same high spectral efficiency as the SC-based scheme. The
SEC-based minimum estimation scheme shows a certain spectral advantage over the
no-diversity case in the low-SNR region, whereas this advantage is more pronounced for
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