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CS5014-BP14

Part # CS5014-BP14
Description A/D Converter 16, 14 & 12-BitSelf-Calibrating, 40pin PDip
Category CONVERTER
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Technical Document


DISCLAIMER: The information provided herein is solely for informational purposes. Customers must be aware of the suitability of this product for their application, and consider that variable factors such as Manufacturer, Product Category, Date Codes, Pictures and Descriptions may differ from available inventory.

Signal to Noise + Distortion vs Signal Level
As illustrated in Figures 26 - 29, the CS5014/16’s
on-chip self-calibration provides very accurate bit
weights which yield no degradation in quantiza-
tion noise with low-level input signals. In fact,
quantization noise remains below the noise floor
in the CS5016, which dictates the converter’s sig-
nal-to-noise performance.
CS5016 Noise Considerations
All analog circuitry in the CS5016 is wideband in
order to achieve fast conversions and high
throughput. Wideband noise in the CS5016 inte-
grates to 35 µV rms in unipolar mode (70 µV rms
in bipolar mode). This is approximately 1/2 LSB
rms with a 4.5V reference in both modes. Figure
30 shows a histogram plot of output code occur-
rences obtained from 5000 samples taken from a
CS5016 in the bipolar mode. Hexadecimal code
80CD was arbitrarily selected and the analog in-
put was set close to code center. With a noiseless
converter, code 80CD would always appear. The
histogram plot of the CS5016 has a "bell" shape
with all codes other than 80CD due to internal
noise.
In a sampled data system all information about the
analog input applied to the sample/hold appears in
the baseband from dc to one-half the sampling rate.
This includes high-frequency components which
alias into the baseband. Low-pass (anti-alias) filters
Analog Input Amplitude
-100 dB -80 dB -60 dB -40 dB -20 dB 0 dB
100 dB
80 dB
60 dB
40 dB
20 dB
0 dB
S(N+D)
1 kHz
12 kHz
24 kHz
Input
Frequencies
Figure 26. CS5014 S/(N+D) vs. Input Amplitude
(9Vp-p Full-Scale Input)
Analog Input Amplitude
-100 dB -80 dB -60 dB -40 dB -20 dB 0 dB
100 dB
80 dB
60 dB
40 dB
20 dB
0 dB
S(N+D)
1 kHz
12 kHz
24 kHz
Input
Frequency
Figure 28. CS5016 S/(N+D) vs. Input Amplitude
(9Vp-p Full-Scale Input)
Signal
Amplitude
Relative to
Full Scale
dc
Input Frequency
0dB
-20dB
-40dB
-60dB
-80dB
-100dB
-120dB
28 kHz1 kHz
Sampling Rate: 56 kHz
Full Scale: 9V p-p
S/(N+D): 24.1 dB
Figure 27. CS5014 FFT plot with 1 kHz
-60 dB Input
Signal
Amplitude
Relative to
Full Scale
dc
Input Frequency
0dB
-20dB
-40dB
-60dB
-80dB
-100dB
-120dB
25 kHz
Sampling Rate: 50 kHz
Full Scale: 9V p-p
S/(N+D): 9.6 dB
1 kHz
Figure 29. CS5016 FFT plot with 1 kHz
-80 dB Input
CS5012A, CS5014, CS5016
2-34 DS14F6
are therefore used to remove frequency compo-
nents in the input signal which are above one-half
the sample rate. However, all wideband noise in-
troduced by the CS5016 still aliases into the
baseband. This "white" noise is evenly spread
from dc to one-half the sampling rate and inte-
grates to 35 µV rms in unipolar mode.
Noise can be reduced by sampling at higher than
the desired word rate and averaging multiple
samples for each word. Oversampling spreads the
CS5016’s noise over a wider band (for lower
noise density), and averaging applies a low-pass
response which filters noise above the desired
signal bandwidth. In general, the CS5016’s noise
performance can be maximized in any application
by always sampling at the maximum specified
rate of 50 kHz (for lowest noise density) and
digitally filtering to the desired signal bandwidth.
CS5014 and CS5016 Sampling Distortion
The ultimate limitation on the CS5014/16’s
linearity (and distortion) arises from nonideal
sampling of the analog input voltage. The cali-
brated capacitor array used during conversions is
also used to track and hold the analog input sig-
nal. The conversion is not performed on the
analog input voltage per se, but is actually per-
formed on the charge trapped on the capacitor ar-
ray at the moment the HOLD command is given.
The charge on the array is ideally related to the
analog input voltage by Q
in
= -V
in
x C
tot
as
shown in Figure 2. Any deviation from this ideal
relationship will result in conversion errors even
if the conversion process proceeds flawlessly.
At dc, the DAC capacitor array’s voltage coeffi-
cient dictates the converter’s linearity. This
variation in capacitance with respect to applied
signal voltage yields a nonlinear relationship be-
tween charge Q
in
and the analog input voltage
V
in
and places a bow or wave in the transfer
function. This is the dominant source of distor-
tion at low input frequencies (Figures 22 and 24).
The ideal relationship between Q
in
and V
in
can
also be distorted at high signal frequencies due to
nonlinearities in the internal MOS switches. Dy-
namic signals cause ac current to flow through
the switches connecting the capacitor array to the
analog input pin in the track mode. Nonlinear on-
resistance in the switches causes a nonlinear
voltage drop. This effect worsens with increased
signal frequency as shown in Figures 26 and 28
since the magnitude of the steady state current in-
creases. First noticeable at 1 kHz, this distortion
assumes a linear relationship with input fre-
quency. With signals 20 dB or more below
full-scale, it no longer dominates the converter’s
overall S/(N+D) performance (Figures 31-34).
This distortion is strictly an ac sampling phe-
nomenon. If significant energy exists at high
frequencies, the effect can be eliminated using an
external track-and-hold amplifier to allow the ar-
ray’s charge current to decay, thereby eliminating
any voltage drop across the switches. Since the
CS5014/16 has a second sampling function on-
chip, the external track-and-hold can return to the
track mode once the converter’s HOLD input
falls. It need only acquire the analog input by the
time the entire conversion cycle finishes.
Code (Hexadecimal)
Counts: 0 11 911 3470 599 9 0
80CB 80CC 80CD 80CF 80D080CE80CA
1000
2000
3000
4000
5000
Count
Noiseless
CS5016
Converter
Figure 30. Histogram Plot of 5000 Conversion
Inputs from the CS5016
CS5012A, CS5014, CS5016
DS14F6 2-35
Clock Feedthrough in the CS5014 and CS5016
Maintaining the integrity of analog signals in the
presence of digital switching noise is a difficult
problem. The CS5014/16 can be synchronized to
the digital system using the CLKIN input to
avoid conversion errors due to asynchronous in-
terference. However, digital interference will still
affect sampling purity due to coupling between
the CS5014/16’s analog input and master clock.
The effect of clock feedthrough depends on the
sampling conditions. If the sampling signal at the
HOLD input is synchronized to the master clock,
clock feedthrough will appear as a dc offset at the
CS5014/16’s output. The offset could theoreti-
cally reach the peak coupling magnitude
(Figure 35), but the probability of this occurring
is small since the peaks are spikes of short dura-
tion.
If sampling is performed asynchronously with the
master clock, clock feedthrough will appear as an
ac error at the CS5014/16’s output. With a fixed
Analog Input
Source Impedance
200
25
50
50
50
4MHz
2MHz
Master Clock Clock Feedthrough
Int/Ext Freq
Internal
External
External
External
External
2MHz
4MHz
4MHz
RMS Peak-to-Peak
15uV
25uV
40uV
25uV
80uV
70uV
110uV
150uV
110uV
325uV
Figure 35. Examples of Measured Clock Feedthrough
Signal
Amplitude
Relative to
Full Scale
dc
Input Frequency
0dB
-20dB
-40dB
-60dB
-80dB
-100dB
-120dB
28 kHz
Sampling Rate: 56 kHz
Full Scale: 9V p-p
S/(N+D): 81.5 dB
12 kHz
Figure 31. CS5014 FFT plot with 12 kHz
Full Scale Input
Signal
Amplitude
Relative to
Full Scale
dc
Input Frequency
0dB
-20dB
-40dB
-60dB
-80dB
-100dB
-120dB
25 kHz
Sampling Rate: 50 kHz
Full Scale: 9V p-p
S/(N+D): 84.3 dB
12 kHz
Figure 33. CS5016 FFT plot with 12 kHz
Full Scale Input
Signal
Amplitude
Relative to
Full Scale
dc
Input Frequency
0dB
-20dB
-40dB
-60dB
-80dB
-100dB
-120dB
25 kHz
Sampling Rate: 50 kHz
Full Scale: 9V p-p
S/(N+D): 71.9 dB
12 kHz
Figure 34. CS5016 FFT plot with 12 kHz
-20 dB Input
Signal
Amplitude
Relative to
Full Scale
dc
Input Frequency
0dB
-20dB
-40dB
-60dB
-80dB
-100dB
-120dB
28 kHz
Sampling Rate: 56 kHz
Full Scale: 9V p-p
S/(N+D): 64.6 dB
12 kHz
Figure 32. CS5014 FFT plot with 12 kHz
-20 dB Input
CS5012A, CS5014, CS5016
2-36 DS14F6
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