"Chapter 1 - The Op Amp's Place in the World" - HTL Wien 10

Dynamic Range
18-4
VIN
VnR
Figure 18–1. Op Amp Error Sources
V OUT(MIN)
RS
IIB+
IIB–
In
IIO VIB
In
Vn
VCC+ ±∆V
The error sources are taken into account in Equation 18–3, and this equation refers them
to the op amp output by multiplying them by the op amp’s closed loop gain.
GCLVIO IIORS VIO T VIN IIBRP
V
Vn InR
CMRR k EQ InRR SVR
+
_
R2
R1
VO
(18–3)
The maximum DR that can be achieved by an op amp is given in Equation 18–4.
DR 20 Log (18–4)
10VOH(MIN) VOL(MAX) VOUT(MAX) 20 Log
V 10
OUT(MIN)
VOUT(MIN) The DR is reduced by the sum of the error terms, so it is proper to conclude that the maximum
power supply voltage and the op amp choice (this defines the error magnitude) both
establish the DR of an op amp. The first two terms in Equation 18–3 are dc error terms,
thus, they can be adjusted to zero by one of several methods not mentioned here. The
input offset current and input bias current error terms were big factors with older generation
ICs, but today’s technology render them much less significant (see Table 18–1).