Hi CASPERians,
I'm working on a digital ASIC spectrometer like the Splash
<https://casper.berkeley.edu/wiki/PIDDP_Spectrometer> one, but
constructed in Chisel <https://chisel.eecs.berkeley.edu/> instead of the
CASPER tools. Thus I'm implementing a number of DSP algorithms from
scratch. I'm trying to work out the math behind a large-point FFT block.
From my understanding, it consists of a number of biplex pipelined FFTs
in parallel, followed by some reordering or phase shifting (is this
necessary?), then followed by an in-place FFT. I have the biplex FFTs
done. I'm looking for documents or publications discussing the math
behind combining the parallel FFT results for the in-place FFT. Aaron
has a paper
<http://ieeexplore.ieee.org/stamp/stamp.jsp?tp=&arnumber=4840623> on
this, but I was hoping for one with more detail.
Thanks!
Stevo
- [casper] Split pipelined/direct FFT math Stevo Bailey
-