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GC2011A Datasheet(PDF) 24 Page - Texas Instruments

Part # GC2011A
Description  3.3V DIGITAL FILTER CHIP
PDF  50 Pages
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Manufacturer  TI [Texas Instruments]
Direct Link  http://www.ti.com
Logo TI - Texas Instruments

GC2011A Datasheet(HTML) 24 Page - Texas Instruments

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Texas Instruments Incorporated
- 20 -
GC2011A 3.3V DIGITAL FILTER CHIP
SLWS129A
This document contains information which may be changed at any time without notice
3.8
REAL TO COMPLEX QUADRATURE DOWN CONVERT
The chip can convert from real data to complex data by mixing the data down by FS/4, low pass filtering the
result and then decimating by a factor of two. The control register settings for this mode are shown in Table 9. The
double rate input mode assumes the even time samples are in the A-path inputs and the odd time samples are the
B-path inputs. The real output is the A-out and the imaginary output is the B-out.
The low pass filter coefficients h(k) are stored so that the even coefficients are stored in the A-path filter cells
and the odd coefficients are stored in the B-path filter cells. The lowpass filter should be designed to cut off frequencies
above FS/4 for the double to full, full to half, or half to quarter modes, where FS is the input sample rate. The cut off
frequencies are FS/8 and FS/16 for the double to half and double to quarter modes, respectfully.
In the double rate in to full rate out mode the coefficients are stored in register 1 of each filter cell. In this mode
store h(k) in addresses:
128+2*k+1
for k even, and
192+2*k-1
for k odd,
where k ranges from 0 to 31. h(31) is the center tap.
In the double or full rate in to half rate out modes the coefficients are stored in registers 0 and 1 of each filter
cell. In this mode store h(k) in addresses:
128+k
for k modulo 4 = 0
192+k-1
for k modulo 4 = 1
128+k-1
for k modulo 4 = 2
192+k-2
for k modulo 4 = 3
where k ranges from 0 to 63. h(63) is the center tap.
In the double or half rate in to quarter rate out modes the coefficients are stored in registers 0, 1, 2 and 3 of
each filter cell. In this mode store h(k) in addresses:
128+k/2
for k even
192+(k-1)/2
for k odd
where k ranges from 0 to 127. h(127) is the center tap.
Table 9: Real To Complex Conversion Mode Control Register Settings
I/O Rates
Symmetr
y
# of Taps
(N)
A-PATH
B-PATH
Cascade
Latency
In
Out
REG0 REG1 REG0 REG1
REG
Double
Full
Odd
63
24D8
6108
04D8
6181
2000
44
Half
127
248B
2E12
048B
2E91
2000
46
Quarter
255
2402
0214
0402
0292
2000
50
Full
Half
127
6B8B
A218
2B8B
A294
2000
46
Half
Quarter
255
AE02
9018
6E02
9094
2000
50



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