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Dear Anand Dabak
and all,
I think that initial symbol timing
acquisition can be done using symmetric structure of preamble.
Because the preamble is generally real-valued, its
IFFT version in time domain has symmetric structure inherently.
For example, if Nfft=8 and preamble consists of only
real, then samples in time domain within a symbol duration are symmetric as
follows:
[ a b c d e
d* c* b* ]
The samples around 'e' are conjugated symmetric and
this property can be used for acquisition of symbol timing.
The symmetric structure is more usefull to
finding correlation peak than CP based method because the symmetric part has length of (Nfft/2-1) longer than
CP.
And I think this inherent symmetric structure is more
useful than repetitive structure.
For example, let's consider a repetitive
structure as following:
[ a b c d a
b c d ]
The correlation at sample 'a' is |a|^2 + |b|^2+
|c|^2+|d|^2 and that at sample 'b' is |b|^2+ |c|^2+|d|^2 +
ax*.
This means that it is hard to discriminate the peak
among correlations over several positions.
However, in the symmetric structure, the correlation
at sample 'e' is |b|^2+ |c|^2+|d|^2 and that at sample 'd*' is ec* + db* +
cx.
This means that it is easy to discriminate
the peak among correlations over several positions.
In summary, it is enough for acquisition of symbol
timing to use the inherent symmetric structure obtained without any
manipulation to preamble structure in my opinion.
Best Regards
Bin-Chul Ihm
LGE
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