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APDCAM User’s Guide
Page 19/32
If the recursive filter is not to be used,
COEFF_06
=0. The impulse transfer function
h
i
of the FIR filter should be calculated at 5 points using 1/f
ADC
as the time resolution of the
function. This can be done with some filter design toolbox. If the FIR filter is not to be
used
h
1
is 1, all the others are 0. These
h
i
coefficients should be normalised by their sums
and multiplied by (4096-c)/8 to yield the coefficients of the FIR filter:
COEFF_0
i
=
5
1
i
i
i
h
h
(4096-
COEFF_06
)/8,
i
=1...5.
The two last coefficients should always have the same value:
COEFF_07
= 0,
COEFF_08
=9.
The filter coefficients are listed for selected cases in
Table 7
. Here the ADC frequency
is assumed to be 10 MHz. If a different ADC frequency is used all frequencies should be
scaled proportionally.
Filter Coefficients
COEFF_01...COEFF_08
f
REC
[MHz]
f
FIR
[MHz]
01
02
03
04
05
06
07
08
50.0
5 0
00512
00000
00000
00000
00000
00000
00000
00009
50.0
2 0
00290
00202
00048
00000
00000
00000
00000
00009
50.0
1 0
00190
00164
00102
00042
00008
00000
00000
00009
0.5
5 0
00138
00000
00000
00000
00000
02991
00000
00009
0.5
2 0
00078
00054
00012
00000
00000
02991
00000
00009
0.5
1 0
00050
00044
00026
00010
00002
02991
00000
00009
0.1
5 0
00030
00000
00000
00000
00000
03846
00000
00009
0.1
2 0
00016
00012
00002
00000
00000
03846
00000
00009
0.1
1 0
00010
00010
00006
00002
00000
03846
00000
00009
Table 7. Filter coefficients for some selected cases.
Figure 8. Layout of the digital filter.