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MCP47CMB02 Datasheet(PDF) 90 Page - Microchip Technology

Part # MCP47CMB02
Description  8/10/12-Bit Digital-to-Analog Converters, 1 LSb INL Single/Dual Voltage Outputs with I2C Interface
PDF  124 Pages
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Manufacturer  MICROCHIP [Microchip Technology]
Direct Link  http://www.microchip.com
Logo MICROCHIP - Microchip Technology

MCP47CMB02 Datasheet(HTML) 90 Page - Microchip Technology

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MCP47CXBXX
DS20006089B-page 90
 2018-2019 Microchip Technology Inc.
8.6
Designing a Double Precision
DAC
Figure 8-7 shows an example design of a single-supply
voltage output capable of up to 24-bit resolution. This
requires two 12-bit DACs. This design is simply a
voltage divider with a buffered output.
As an example, if a similar application to the one
developed in Section 8.5.1 “Bipolar DAC Example”
required a resolution of 1 µV instead of 1 mV, and a
range of 0V to 4.1V, then 12-bit resolution would not be
adequate.
FIGURE 8-7:
Simple Double Precision
DAC Using MCP47CVBX2.
EQUATION 8-8:
VOUT CALCULATION
8.7
Building Programmable Current
Source
Figure 8-8
shows
an
example
of
building
a
programmable current source using a voltage follower.
The current sensor resistor is used to convert the DAC
voltage output into a digitally-selectable current source.
The smaller RSENSE is, the less power is dissipated
across it. However, this also reduces the resolution that
the current can be controlled at.
FIGURE 8-8:
Digitally-Controlled Current
Source.
8.8
Serial Interface Communication
Times
Table 7-1 shows the time/frequency of the supported
operations of the I2C serial interface for the different
serial interface operational frequencies. This, along
with the VOUT output performance (such as slew rate),
would be used to determine your application’s Volatile
DAC register update rate.
Step 1: Calculate the resolution needed:
4.1V/1 µV = 4.1 x 106
Since 222 = 4.2 x 106, a 22-bit resolution is
desired. Since DNL = ±1.0 LSb, this design
can be attempted with the 12-bit DAC.
Step 2: Since DAC1’s VOUT1 has a resolution of
1 mV, its output only needs to be “pulled”
1/1000 to meet the 1 µV target. Dividing
VOUT0 by 1000 would allow the application
to compensate for DAC1’s DNL error.
Step 3: If R2 is 100, then R1 needs to be 100 k.
Step 4: The resulting transfer function is shown in
Equation 8-8.
R1
VCC+
VCC-
VOUT
I2C
2-Wire
VREF
Optional
MCP47CVBX2
VDD
I2C
2-Wire
VREF
Optional
MCP47CVBX2
VDD
R2
0.1 µF
VOUT0
VOUT1
(DAC0)
(DAC1)
VOUT =
Gx = Selected Op Amp Gain
VOUT0 * R2 + VOUT1 * R1
R1 + R2
VOUT0 = (VREF  Gx  DAC0 Register Value)/4096
VOUT1 = (VREF  Gx  DAC1 Register Value)/4096
Where:
RSENSE
Ib
Load
IL
VCC+
VCC-
VOUT
IL
VOUT
Rsense
---------------
1
+
-------------
=
Ib
IL
----
=
Common Emitter Current Gain
Where:
VDD
I2C
2-Wire
VREF
Optional
MCP47CVBXX
VDD
(or VREF)



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