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MCP6V51-E/MS Datasheet(PDF) 25 Page - Microchip Technology

Part # MCP6V51-E/MS
Description  45V, 2 MHz Zero-Drift Op Amp with EMI Filtering
PDF  43 Pages
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Manufacturer  MICROCHIP [Microchip Technology]
Direct Link  http://www.microchip.com
Logo MICROCHIP - Microchip Technology

MCP6V51-E/MS Datasheet(HTML) 25 Page - Microchip Technology

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 2018 Microchip Technology Inc.
DS20006136A-page 25
MCP6V51
4.3.7
STABILIZING OUTPUT LOADS
This family of zero-drift op amps has an output
impedance (Figure 2-28 and Figure 2-29) that has a
double zero when the gain is low. This can cause a
large phase shift in feedback networks that have low-
impedance near the part’s cross-over frequency. This
phase shift can cause stability problems.
Figure 4-8 shows that the load on the output is
(RL +RISO)||(RF +RG), where RISO is before the load.
This load needs to be large enough to maintain
stability; it is recommended to design for a total load of
10 kΩ, or higher.
FIGURE 4-8:
Output Resistor, RISO,
Stabilizes Capacitive Loads
4.3.8
GAIN PEAKING
Figure 4-9 shows an op amp circuit that represents
noninverting amplifiers (VM is a DC voltage and VP is
the input) or inverting amplifiers (VP is a DC voltage
and VM is the input). The CN and CG capacitances
represent the total capacitance at the input pins; they
include
the
op
amp’s
Common
Mode
Input
Capacitance (CCM), board parasitic capacitance and
any capacitor placed in parallel. The CFP capacitance
represents the parasitic capacitance coupling between
the output and the non-inverting input pins.
FIGURE 4-9:
Amplifier with Parasitic
Capacitance.
CG acts in parallel with RG (except for a gain of +1 V/
V), which causes an increase in gain at high
frequencies. CG also reduces the phase margin of the
feedback loop, which becomes less stable. This effect
can be reduced by either reducing CG or RF||RG.
CN and RN form a low-pass filter that affects the signal
at VP. This filter has a single real pole at 1/(2πRNCN).
The largest value of RF that should be used depends
on the noise gain (see GN in Section 4.3.6
“Capacitive Loads”), CG and the open-loop gain’s
phase shift. An approximate limit for RF is shown in
Equation 4-4.
EQUATION 4-4:
Some applications may modify these values to reduce
either output loading or gain peaking (step-response
overshoot).
At high gains, RN needs to be small, in order to prevent
positive feedback and oscillations. Large CN values
can also help.
RG
RF
VOUT
U1
MCP6V51
RL
CL
-
+
RISO
RG
RF
VOUT
U1
MCP6V51
CG
RN
CN
VM
VP
CFP
+
-
RF 10 k
3.5 pF
CG
--------------- GN2



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