Data Sheet
Bipolar Operation
In some applications, it may be necessary to generate full
4-quadrant multiplying operation or a bipolar output swing.
This can be easily accomplished by using another external
amplifier and some external resistors, as shown in Figure 31. In
this circuit, the second amplifier, A2, provides a gain of 2. Biasing
the external amplifier with an offset from the reference voltage,
results in full 4-quadrant multiplying operation. The transfer
function of this circuit shows that both negative and positive
output voltages are created as the input data, D, is incremented
from code zero (VOUT = −VREF), to midscale (VOUT = 0 V ), to full
scale (VOUT = +VREF).
( ) VOUT = VREF × D / 2n−1 − VREF
Where D is the fractional representation of the digital word
loaded to the DAC and n is the resolution of the DAC.
When VIN is an ac signal, the circuit performs 4-quadrant
multiplication.
Table 6 shows the relationship between digital code and the
expected output voltage for bipolar operation.
Table 6. Bipolar Code Table
Digital Input
Analog Output (V)
1111 1111
+VREF (127/128)
1000 0000
0
0000 0001
−VREF (127/128)
0000 0000
−VREF (128/128)
Stability
In the I to V configuration, the IOUT of the DAC and the
inverting node of the operational amplifier must be connected
as closely as possible and proper printed circuit board (PCB)
layout techniques must be employed. Since every code change
corresponds to a step function, gain peaking can occur if the
operational amplifier has limited gain bandwidth product (GBP)
and there is excessive parasitic capacitance at the inverting node.
This parasitic capacitance introduces a pole into the open-loop
response, which can cause ringing or instability in closed-loop
applications.
An optional compensation capacitor, C1, can be added in parallel
with RFB for stability, as shown in Figure 30 and Figure 31. Too
small a value of C1 can produce ringing at the output, while too
large a value can adversely affect the settling time. C1 must be
found empirically, but 1 pF to 2 pF is generally adequate for
compensation.
SINGLE-SUPPLY APPLICATIONS
Current Mode Operation
In the current mode circuit of Figure 32, IOUT2 and hence IOUT1
is biased positive by an amount applied to VBIAS. In this config-
uration, the output voltage is given by
VOUT = [D × (RFB/RDAC) × (VBIAS − VIN)] + VBIAS
AD5425
As D varies from 0 to 255, the output voltage varies from
VOUT = VBIAS to VOUT = 2VBIAS − VIN
VDD
VDD
RFB
VIN
VREF
IOUT1
IOUT2
GND
C1
AA11
VOUT
VBIAS
NOTES:
1. ADDITIONAL PINS OMITTED FOR CLARITY.
2. C1 PHASE COMPENSATION (1pF TO 2pF) MAY BE
REQUIRED IF A1 IS A HIGH SPEED AMPLIFIER.
Figure 32. Single-Supply Current Mode Operation
VBIAS must be a low impedance source capable of sinking and
sourcing all possible variations in current at the IOUT2 terminal
without any problems.
It is important to note that VIN is limited to low voltages because
the switches in the DAC ladder no longer have the same source-
drain drive voltage. As a result, the on resistance differs and this
degrades the linearity of the DAC.
Voltage Switching Mode of Operation
Figure 33 shows this DAC operating in the voltage switching
mode. The reference voltage VIN is applied to the IOUT1 pin, IOUT2 is
connected to AGND, and the output voltage is available at the VREF
terminal. In this configuration, a positive reference voltage results
in a positive output voltage, making single-supply operation
possible. The output from the DAC is voltage at a constant
impedance (the DAC ladder resistance), thus an operational
amplifier is necessary to buffer the output voltage. The
reference input no longer sees constant input impedance, but
one that varies with code. So, the voltage input must be driven
from a low impedance source.
VDD
R1
R2
RFB
VDD
VIN
IOUT1
IOUT2
VREF
GND
AA11
VOUT
NOTES:
1. ADDITIONAL PINS OMITTED FOR CLARITY.
2. C1 PHASE COMPENSATION (1pF TO 2pF) MAY BE REQUIRED
IF A1 IS A HIGH SPEED AMPLIFIER.
Figure 33. Single-Supply Voltage Switching Mode Operation
Rev. D | Page 15 of 24