The
differential amplifier circuit amplifies the difference between
signals applied to the inputs (Figure 3–5). Superposition is used
to calculate the output voltage resulting from each input voltage,
and then the two output voltages are added to arrive at the final
output voltage.
Figure
3–5. The Differential Amplifier
The
op amp input voltage resulting from the input source, V1, is
calculated in Equations 3–10 and 3–11. The voltage divider rule
is used to calculate the voltage, V+, and the noninverting gain
equation (Equation 3–2) is used to calculate the noninverting
output voltage, VOUT1.
The
inverting gain equation (Equation 3–5) is used to calculate the
stage gain for VOUT2 in Equation 3–12. These inverting and
noninverting gains are added in Equation 3–13.
When
R2 = R4 and R1 = R3, Equation 3–13 reduces to Equation 3–14.
It is now obvious that the
differential signal, (V1–V2), is multiplied by the stage gain, so
the name differential amplifier suits the circuit. Because it only
amplifies the differential portion
of the input signal, it rejects the common-mode portion of the input
signal. A common-mode signal is illustrated in Figure 3–6. Because
the differential amplifier strips off or rejects the common-mode
signal, this circuit configuration is often employed to strip dc or
injected common-mode noise off a signal.
Figure 3–6.
Differential Amplifier With Common-Mode Input Signal
The disadvantage of
this circuit is that the two input impedances cannot be matched when
it functions as a differential amplifier, thus there are two and
three op amp versions of this circuit specially designed for high
performance applications requiring matched input impedances.
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