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MCP6V01-E/MD 데이터시트(PDF) 29 Page - Microchip Technology

부품명 MCP6V01-E/MD
상세설명  300 關A, Auto-Zeroed Op Amps
PDF  44 Pages
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제조업체  MICROCHIP [Microchip Technology]
홈페이지  http://www.microchip.com
Logo MICROCHIP - Microchip Technology

MCP6V01-E/MD 데이터시트(HTML) 29 Page - Microchip Technology

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© 2008 Microchip Technology Inc.
DS22058C-page 29
MCP6V01/2/3
4.4
Typical Applications
4.4.1
WHEATSTONE BRIDGE
Many sensors are configured as Wheatstone bridges.
Strain gauges and pressure sensors are two common
examples. These signals can be small and the
common mode noise large. Amplifier designs with high
differential gain are desirable.
Figure 4-15 shows how to interface to a Wheatstone
bridge with a minimum of components. Because the
circuit is not symmetric, the ADC input is single ended,
and there is a minimum of filtering, the CMRR is good
enough for moderate common mode noise.
FIGURE 4-15:
Simple Design.
Figure 4-16 shows a higher performance circuit for
Wheatstone bridges. This circuit is symmetric and has
high CMRR. Using a differential input to the ADC helps
with the CMRR.
FIGURE 4-16:
High Performance Design.
4.4.2
RTD SENSOR
The ratiometric circuit in Figure 4-17 conditions a three
wire RTD. It corrects for the sensor’s wiring resistance
by subtracting the voltage across the middle RW. The
top R1 does not change the output voltage; it balances
the op amp inputs. Failure (open) of the RTD is
detected by an out of range voltage.
FIGURE 4-17:
RTD Sensor.
The voltages at the input of the ADC can be calculated
with the following:
VDD
RR
RR
100R
0.01C
MCP6V01
ADC
VDD
0.2R
0.2R
3k
Ω
20 k
Ω
1µF
200
Ω
20 k
Ω
1µF
ADC
VDD
½ MCP6V02
½ MCP6V02
200
Ω
200
Ω
3k
Ω
3k
Ω
1µF
RR
RR
VDD
10 nF
10 nF
200
Ω
R3
100 nF
10 nF
R2
R3
100 nF
ADC
VDD
½ MCP6V02
½ MCP6V02
2.49 k
Ω
2.49 k
Ω
10 nF
VDD
RW
RW
RW
RT
RB
RRTD
R1
R1
1µF
100
Ω
3k
Ω
3k
Ω
20 k
Ω
20 k
Ω
100 k
Ω
100 k
Ω
2.49 k
Ω
2.49 k
Ω
R2
2.55 k
Ω
2.55 k
Ω
V
DM
G
RTD VT
V
B
–
() G
WVW
+
=
V
CM
V
T
V
B
G
RTD
1G
W
–
+
()V
W
++
2
------------------------------------------------------------------------------
=
G
RTD
12 R
3 R2
⁄
⋅
+
=
G
W
G
RTD
R
3 R1
⁄
–
=
Where:
VT
=
Voltage at the top of RRTD
VB
=
Voltage at the bottom of RRTD
VW
=
Voltage across top and middle
RW’s
VCM
=
ADC’s common mode input
VDM
=
ADC’s differential mode input



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