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FFT for COFDM systems
by Unknown on Jan 21, 2004 |
Not available! | ||
Hi,
I'm working on a small parallel FFT core (either 8 or 16 point FFT).
The idea is that this core will be surrounded by a lot of memory blocks
in an FPGA and data will be routed into and out of it by some other
logic. This will be a building block for a 8K FFT or whatever. Anyway,
is COFDM transmition systems there is an I and a Q stream of symbols. I
know that the I and Q are refered to real and imaginary, but do I need a
complex FFT or two real FFT's?
Thanks,
Brian
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FFT for COFDM systems
by Unknown on Jan 22, 2004 |
Not available! | ||
Hello
I'm working on a small parallel FFT core (either 8 or 16 point
FFT).
The idea is that this core will be surrounded by a lot of
memory blocks
in an FPGA and data will be routed into and out of it by some
other
logic. This will be a building block for a 8K FFT or
whatever. Anyway,
is COFDM transmition systems there is an I and a Q stream of
symbols. I
know that the I and Q are refered to real and imaginary, but
do I need a
complex FFT or two real FFT's?
Complex FFT of course,
if s(t) = q(t)+i(t) then S(w) != Q(w) + I(w);
I think so.
Jerzy Gbur
--
"Everything is simple until it'll be comprehensible" - furia
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FFT for COFDM systems
by Unknown on Jan 22, 2004 |
Not available! | ||
On Thu, 22 Jan 2004 10:13:35 +0100 Jerzy G furia1024 at wp.pl> wrote:
Hello
I have understood, that in radio technology it is quite common to send data on
"I" and "Q" portions of the carrier. The carrier can be only real or have also
the imaginary part and imaginary differs pi/2 from real as a vector... as
sin/cos won't correlate with same frequency signal with 90 degrees phase
difference, it is possible to use such carriers to convey totally different
information.
So allthough the names come from complex mathematics, these signals might not
have nothing to do with each other (could be even different tv-channels).
I do not remember how is the case in DVB and such, but "O" in COFDM comes from
"orthogonal", might hint that they are dependent...
Check the standard; if investigating DVB, as it would seem, go to
"http://portal.etsi.org", thereon broadcast and dvb...
hopefully you find out what you need...
Teemu Erkko
> I'm working on a small parallel FFT core (either 8 or 16 point
FFT).
> The idea is that this core will be surrounded by a lot of
memory blocks
> in an FPGA and data will be routed into and out of it by some
other
> logic. This will be a building block for a 8K FFT or
whatever. Anyway,
> is COFDM transmition systems there is an I and a Q stream of
symbols. I
> know that the I and Q are refered to real and imaginary, but
do I need a
> complex FFT or two real FFT's?
Complex FFT of course, if s(t) = q(t)+i(t) then S(w) != Q(w) + I(w); I think so. Jerzy Gbur |
FFT for COFDM systems
by Unknown on Jan 23, 2004 |
Not available! | ||
Thank you,
This is sort of the interpretation I have. The O does stand for orthogonal but has nothing to do with the I and Q. It has to do with the fact that all the carriers (something like 1705 in 2K mode) are orthogonal after the iFFT conversion.
I guess I will work on a real FFT first because it is much easier than the complex. Then if I have to, I will make a complex.
-Brian
"
I have understood, that in radio technology it is quite common to send data on
"I" and "Q" portions of the carrier. The carrier can be only real or have also
the imaginary part and imaginary differs pi/2 from real as a vector... as
sin/cos won't correlate with same frequency signal with 90 degrees phase
difference, it is possible to use such carriers to convey totally different
information.
So allthough the names come from complex mathematics, these signals might not
have nothing to do with each other (could be even different tv-channels).
I do not remember how is the case in DVB and such, but "O" in COFDM comes from
"orthogonal", might hint that they are dependent...
Check the standard; if investigating DVB, as it would seem, go to
"http://portal.etsi.org", thereon broadcast and dvb...
hopefully you find out what you need...
Teemu Erkko
"
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http://www.opencores.org/mailman/listinfo/cores
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