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AD8021 Datasheet(PDF) 17 Page - Analog Devices

Part # AD8021
Description  12-/14-Bit High Bandwidth Multiplying DACs with Serial Interface
PDF  28 Pages
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Manufacturer  AD [Analog Devices]
Direct Link  http://www.analog.com
Logo AD - Analog Devices

AD8021 Datasheet(HTML) 17 Page - Analog Devices

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Data Sheet
AD5444/AD5446
Rev. E | Page 17 of 28
SINGLE-SUPPLY APPLICATIONS
Voltage Switching Mode of Operation
Figure 40 shows the AD5444/AD5446 DACs 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). Therefore, an op amp is necessary to buffer the
output voltage. The reference input no longer sees a constant
input impedance but rather one that varies with code, so the
voltage input should be driven from a low impedance source.
NOTES
1. ADDITIONAL PINS OMITTED FOR CLARITY.
2. C1 PHASE COMPENSATION (1pF TO 2pF) MAY BE REQUIRED,
IF A1 IS A HIGH SPEED AMPLIFIER.
IOUT1
GND
VOUT
R2
VIN
RFB
VDD
VREF
R1
VDD
Figure 40. Single-Supply Voltage Switching Mode Operation
It is important to note that, with this configuration, VIN is lim-
ited to low voltages, because the switches in the DAC ladder do
not have the same source-drain drive voltage. As a result, their
on resistance differs, which degrades the integral linearity of the
DAC. In addition, VIN must not go negative by more than 0.3 V,
or an internal diode turns on, exceeding the maximum ratings
of the device. In this type of application, the full range of the
multiplying capability of the DAC is lost.
Positive Output Voltage
The output voltage polarity is opposite to the VREF polarity for
dc reference voltages. To achieve a positive voltage output, an
applied negative reference to the input of the DAC is preferred
over the output inversion through an inverting amplifier because
of the resistor’s tolerance errors. To generate a negative reference,
the reference can be level-shifted by an op amp such that the
VOUT and GND pins of the reference become the virtual ground
and −2.5 V, respectively, as shown in Figure 41.
VDD
RFB
IOUT1
IOUT2
C1
VOUT = 0V TO +2.5V
GND
VDD = +5V
VREF
NOTES
1. ADDITIONAL PINS OMITTED FOR CLARITY.
2. C1 PHASE COMPENSATION (1pF TO 2pF) MAY BE REQUIRED,
IF A1 IS A HIGH SPEED AMPLIFIER.
ADR03
VOUT
VIN
GND
–5V
+5V
–2.5V
Figure 41. Positive Voltage Output with Minimum Components
ADDING GAIN
In applications in which the output voltage is required to be
greater than VIN, gain can be added with an additional external
amplifier, or it can be achieved in a single stage. It is important
to take into consideration the effect of the temperature coeffi-
cients of the DAC’s thin film resistors. Simply placing a resistor
in series with the RFB resistor can cause mismatches in the
temperature coefficients and result in larger gain temperature
coefficient errors. Instead, increase the gain of the circuit by
using the recommended configuration shown in Figure 42.
R1, R2, and R3 should all have similar temperature coefficients,
but they need not match the temperature coefficients of the
DAC. This approach is recommended in circuits where gains
of greater than 1 are required.
NOTES
1. ADDITIONAL PINS OMITTED FOR CLARITY.
2. C1 PHASE COMPENSATION (1pF TO 2pF) MAY BE REQUIRED,
IF A1 IS A HIGH SPEED AMPLIFIER.
VDD
RFB
IOUT1
IOUT2
C1
VOUT
GND
VDD
VREF
GAIN =
R1 =
R2 + R3
R2
R2R3
R2 + R3
R1
VIN
R3
R2
Figure 42. Increasing Gain of Current Output DAC
DIVIDER OR PROGRAMMABLE GAIN ELEMENT
Current-steering DACs are very flexible and lend themselves to
many different applications. If this type of DAC is connected as
the feedback element of an op amp and RFB is used as the input
resistor, as shown in Figure 43, then the output voltage is
inversely proportional to the digital input fraction, D.
For D = 1 − 2−n, the output voltage is
VOUT = −VIN/D = −VIN/(1 − 2−n)



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