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General Description
The AD7616 is a 16-bit DAS designed for a variety
of transmission and distribution applications,
including power line monitoring, relay protection
for low voltage, distribution terminal units
(
DTUs
)
,
and feeder terminal units
(
FTUs
)
. It supports
dual simultaneous sampling of 16 channels and
operates from a single 5 V supply. The AD7616
can accommodate ±10 V, ±5 V, and ±2.5 V
true bipolar input signals while sampling at
throughput rates up to 2 × 1 MSPS per channel
pair with 90 dB SNR. It has 1 MΩ analog input
impedance regardless of sampling frequency.
The single-supply operation, on-chip filtering,
and high input impedance eliminate the need
for driver op amps and external bipolar sup-
plies. Each part contains analog input clamp
protection, a dual, 16-bit, charge redistribution
successive approximation analog-to-digital
converter
(
ADC
)
, a flexible digital filter, a 2.5 V
reference and reference buffer, and high speed
serial and parallel interfaces.
SDO/SDI
Parallel
CC
V
CC
CC
REFCAP REFINOUT REFSEL REGCAP REGCAPD V
DRIVE
V0A
V7A
V0B
V7B
SER/PAR
SER1W
DB [15:0]
OS [2:0]
Reset
Burst
SEQEN
HW_RNGS
CHSEL [2:0]
Busy
CONVST
Clamp
Clamp
Clamp
Clamp
Clamp
Clamp
Clamp
Clamp
1 MΩ
1 MΩ
1 MΩ
1 MΩ
1 MΩ
1 MΩ
1 MΩ
1 MΩ
R
FB
R
FB
R
FB
R
FB
R
FB
R
FB
R
FB
R
FB
AD7616
ALDO
First-
Order LPF
First-
Order LPF
First-
Order LPF
First-
Order LPF
9:1
Mux
9:1
Mux
2:1
Mux
16-Bit
SAR
Flexible
Sequencer
CLK OSC
2.5 V
REF
OSR
Digital
Filter
1.8 V
ALDO
1.8 V
DLDO
Serial
Control
Inputs
+
–
+
–
+
–
+
–
16-Bit
SAR
Parallel/
Serial
Interface
Features
X
16-channel, dual, simultaneously
sampled inputs
X
Independently selectable channel
input ranges
X
True bipolar: ±10 V, ±5 V, ±2.5 V
X
Single 5 V analog supply and 2.3 V to
5.25 V V
DRIVE
X
Fully integrated data acquisition solution
X
Analog input clamp protection
X
Input buffer with 1 MΩ analog input
impedance
X
First-order antialiasing analog filter
X
On-chip accurate reference and
reference buffer
X
Dual, 16-bit, SAR ADC
X
Throughput rate: 2 × 1 MSPS
X
Oversampling capability with digital filter
X
Flexible sequencer with burst mode
X
Flexible parallel/serial interface
X
SPI/QSPI
™
/Microwire
™
/DSP compatible
X
Optional CRC error checking
X
Hardware/software configuration
X
On-chip self-detect function
X
80-lead LQFP package