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MCP4921 bảng dữ liệu(PDF) 23 Page - Microchip Technology

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 2004 Microchip Technology Inc.
DS21897A-page 23
MCP4921/4922
6.5
Bipolar Operation
Bipolar operation is achievable using the MCP492X by
using an external operational amplifier (op amp). This
configuration is desirable due to the wide variety and
availability of op amps. This allows a general purpose
DAC, with its cost and availability advantages, to meet
almost any desired output voltage range, power and
noise performance.
Example 6-3 illustrates a simple bipolar voltage source
configuration. R1 and R2 allow the gain to be selected,
while R3 and R4 shift the DAC's output to a selected
offset. Note that R4 can be tied to VREF, instead of
AVSS, if a higher offset is desired. Note that a pull-up to
VREF could be used, instead of R4, if a higher offset is
desired.
EXAMPLE 6-3:
Digitally-Controlled Bipolar Voltage Source.
6.5.1
DESIGN A BIPOLAR DAC USING
EXAMPLE 6-3
An output step magnitude of 1 mV with an output range
of ±2.05V is desired for a particular application.
1.
Calculate the range: +2.05V – (-2.05V) = 4.1V.
2.
Calculate the resolution needed:
4.1V/1 mV = 4100
Since 212 = 4096, 12-bit resolution is desired.
3.
The amplifier gain (R2/R1), multiplied by VREF,
must be equal to the desired minimum output to
achieve bipolar operation. Since any gain can
be realized by choosing resistor values (R1+R2),
the VREF source needs to be determined first. If
a VREF of 4.1V is used, solve for the gain by
setting the DAC to 0, knowing that the output
needs to be -2.05V.
The equation can be
simplified to:
4.
Next, solve for R3 and R4 by setting the DAC to
4096, knowing that the output needs to be
+2.05V.
VREF
MCP492X
VREF
VDD
SPI™
3
VOUT
R3
R4
R2
R1
VIN+
G = Gain select (1x or 2x)
D = Digital value of DAC (0 – 4096)
0.1 µF
VCC+
VCC–
V
OUT
V
REFG
D
2
12
-------
=
V
IN+
V
OUTR4
R
3
R
4
+
--------------------
=
VO
V
O
V
IN+ 1
R
2
R
1
------
+


V
REF
R
2
R
1
------


–
=
R
2
–
R
1
---------
2.05
–
V
REF
-------------
2.05
–
4.1
-------------
==
If R1 = 20 kΩ and R2 = 10 kΩ, the gain will be 0.5.
R
2
R
1
------
1
2
---
=
R
4
R
3
R
4
+
()
-----------------------
2.05V
0.5V
REF
+
1.5V
REF
-----------------------------------------
2
3
---
==
If R4 = 20 kΩ, then R3 = 10 kΩ



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