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FS970X データシート(PDF) 26 Page - Fortune Semiconductor Corp.

部品番号 FS970X
部品情報  5,000/50,000 counts DMM analog front end.
PDF  46 Pages
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メーカー  FORTUNE [Fortune Semiconductor Corp.]
ホームページ  https://www.ic-fortune.com/eng/index.asp
Logo FORTUNE - Fortune Semiconductor Corp.

FS970X データシート(HTML) 26 Page - Fortune Semiconductor Corp.

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FS970X
Rev. 4.4
26/46
With suitable gain option control, all kinds of measurement can be applied to the best dynamic range of ADC.
Chart 15 shows the setup of three typical functions and ADG<5:0> in the application of DMM.
1st function 2nd function 3rd function
ADG<5:0>
01_0011
11_0111
11_1000
Reference voltage gain(GREFi
1.0
1.25
1.25
Input voltage gain(GSIGi
1.0
1.25
0.1
Chart 15
970x Typical ADC function setup.
The measurement transfer functions of each function is:
Formula 7
ref
x
REFi
SIGi
x
v
v
G
G
D
The reference voltage of each function and the gain approximation of the input voltage are shown in Chart 15.
The actual precise gain value and offset voltage should be obtained from calibration.
Digital Filter
As shown in Graph 9, the 1-bit output from the comparator must go through a digital low-pass filter and perform
calculation similar to arithmetic average to become a high-resolution multi-bit resolution. The transfer function
of digital filter used by 970x is:
Formula 8
 
H f
N
N f f
f f
S
S


1
2
2
sin
sin
Whereas, N is the number of the filter (TAP).
Assuming the sampling frequency of the ADC is 166kHz and the number of the filter is 16600, the frequency
response Graph of the filter is shown as Graph 9. The first zero-point would be found at:
Formula 9
f
f
N
Z
S
1
166000 Hz
16600
10 Hz
Thereafter, all the integer multiple points of the first zero-point occur zero-point. The signal around the
zero-point will be completely filtered out by the filter. So the frequency responses as shown in Graph 12, all
have good suppressing effect to the noise of 50 Hz and 60 Hz. By the same token, assuming the sampling
frequency is 83kHz, and the number of the filter is still 16600, then, the first zero-point position can be
calculated as 5 Hz.



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