Datasheet

REV. E–10–
AD7701
The output settling of the AD7701 in response to a step input
change is shown in Figure 12. The Gaussian response has fast
settling with no overshoot, and the worst-case settling time to
±0.0007% (±0.5 LSB) is 125 ms with a 4.096 MHz master
clock frequency.
PERCENT OF FINAL VALUE
100
80
60
40
20
0
04080120 160
TIME – ms
Figure 12. AD7701 Step Response
USING THE AD7701
SYSTEM DESIGN CONSIDERATIONS
The AD7701 operates differently from successive approxima-
tion ADCs or other integrating ADCs. Since it samples the
signal continuously, like a tracking ADC, there is no need for a
start convert command. The 16-bit output register is updated at
a 4 kHz rate, and the output can be read at any time, either
synchronously or asynchronously.
CLOCKING
The AD7701 requires a master clock input, which may be an
external TTL/CMOS compatible clock signal applied to the
CLKIN pin (CLKOUT not used). Alternatively, a crystal of
the correct frequency can be connected between CLKIN and
CLKOUT, when the clock circuit will function as a crystal
controlled oscillator.
The input sampling frequency, output data rate, filter character-
istics, and calibration time are all directly related to the master
clock frequency, f
CLKIN
, by the ratios given in the specification
table. Therefore, the first step in system design with the AD7701 is
to select a master clock frequency suitable for the bandwidth
and output data rate required by the application.
ANALOG INPUT RANGES
The AD7701 performs conversion relative to an externally
supplied reference voltage that allows easy interfacing to
ratiometric systems. In addition, either unipolar or bipolar input
voltage ranges may be selected using the BP/UP input. With
BP/UP tied low, the input range is unipolar and the span is 0 to
+V
REF
. With BP/UP tied high, the input range is bipolar and the
span is ±V
REF
. In the Bipolar mode, both positive and negative
full scale are directly determined by V
REF
. This offers superior
tracking of positive and negative full scale and better midscale
(bipolar zero) stability than bipolar schemes that simply scale
and offset the input range.
The digital output coding for the unipolar range is unipolar
binary; for the bipolar range it is offset binary. Bit weights for
the Unipolar and Bipolar modes are shown in Table I. The
input voltages and output codes for unipolar and bipolar ranges,
using the recommended +2.5 V reference, are shown in
Table II.
Table I. Bit Weight Table (2.5 V Reference Voltage)
Unipolar Mode Bipolar Mode
µV LSBs % FS ppm FS LSBs % FS ppm FS
10 0.26 0.0004 4 0.13 0.0002 2
19 0.5 0.0008 8 0.26 0.0004 4
38 1.00 0.0015 15 0.5 0.0008 8
76 2.00 0.0031 31 1.00 0.0015 15
153 4.00 0.0061 61 2.00 0.0031 31
Table II. Output Coding
Unipolar Mode Bipolar Mode
Input Relative to Input Relative to
FS and AGND Input (V) FS and AGND Input (V) Output Data
1111 1111 1111 1111
+V
REF
– 1.5 LSB +2.499943 +V
REF
– 1.5 LSB +2.499886 1111 1111 1111 1110
+V
REF
– 2.5 LSB +2.499905 +V
REF
– 2.5 LSB +2.499810 1111 1111 1111 1101
+V
REF
– 3.5 LSB +2.499867 +V
REF
– 3.5 LSB +2.499733 1111 1111 1111 1100
1000 0000 0000 0001
+V
REF
/2 + 0.5 LSB +1.250019 AGND + 0.5 LSB +0.000038 1000 0000 0000 0000
+V
REF
/2 – 0.5 LSB +1.249981 AGND – 0.5 LSB –0.000038 0111 1111 1111 1111
+V
REF
/2 – 1.5 LSB +1.249943 AGND – 1.5 LSB –0.000114 0111 1111 1111 1110
0000 0000 0000 0011
AGND + 2.5 LSB +0.000095 –V
REF
+ 2.5 LSB –2.499810 0000 0000 0000 0010
AGND + 1.5 LSB +0.000057 –V
REF
+ 1.5 LSB –2.499886 0000 0000 0000 0001
AGND + 0.5 LSB +0.000019 –V
REF
+ 0.5 LSB –2.499962 0000 0000 0000 0000
NOTES
1. V
REF
= 2.5 V
2. AGND = 0 V
3. Unipolar Mode, 1 LSB = 2.5 V/655536 = 0.000038 V
4. Bipolar Mode, 1 LSB = 5 V/65536 = 0.000076 V
5. Inputs are voltages at code transitions.