參數(shù)資料
型號: LM6211
廠商: National Semiconductor Corporation
英文描述: Low Noise, RRO Operational Amplifier with CMOS Input and 24V Operation
中文描述: 低噪聲,窄化與CMOS運算放大器的輸入和24V操作
文件頁數(shù): 17/19頁
文件大?。?/td> 1091K
代理商: LM6211
Typical Applications
(Continued)
The following parameters are used to design a transimped-
ance amplifier: the amplifier gain-bandwidth product, A
; the
amplifier input capacitance, C
; the photodiode capaci-
tance, C
D
; the transimpedance gain required, R
F
; and the
amplifier output swing. Once a feasible R
F
is selected using
the amplifier output swing, these numbers can be used to
design an amplifier with the desired transimpedance gain
and a maximally flat frequency response. The input
common-mode capacitance with respect to V
CM
for the
LM6211 is give in
Figure 14
.
An essential component for obtaining a maximally flat re-
sponse is the feedback capacitor, C
. The capacitance seen
at the input of the amplifier, C
, combined with the feedback
resistor, R
, generates a phase lag which causes gain-
peaking and can destabilize the circuit. C
is usually just the
sum of C
and C
. The feedback capacitor C
creates a
pole, f
in the noise gain of the circuit, which neutralizes the
zero in the noise gain, f
, created by the combination of R
F
and C
IN
. If properly positioned, the noise gain pole created
by C
can ensure that the slope of the gain remains at
20 dB/decade till the unity gain frequency of the amplifier is
reached, thus ensuring stability. As shown in
Figure 16
, f
is
positioned such that it coincides with the point where the
noise gain intersects the op amp’s open loop gain. In this
case, f
is also the overall 3 dB frequency of the transim-
pedance amplifier. The value of C
F
needed to make it so is
given by
Equation (2)
. A larger value of C
F
causes excessive
reduction of bandwidth, while a smaller value fails to prevent
gain peaking and maintain stability.
(2)
Calculating C
from
Equation (2)
can sometimes return un-
reasonably small values (
<
1 pF), especially for high speed
applications. In these cases, it is often more practical to use
the circuit shown in
Figure 15
in order to allow more reason-
able values. In this circuit, the capacitance C
F
’ is (1+ R
/R
)
times the effective feedback capacitance, C
F
. A larger ca-
pacitor can now be used in this circuit to obtain a smaller
effective capacitance.
For example, if a C
of 0.5 pF is needed, while only a 5 pF
capacitor is available, R
and R
can be selected such that
R
B
/R
= 9. This would convert a C
’ of 5 pF into a
C
F
of 0.5 pF. This relationship holds as long as R
A
<<
R
F
20120344
FIGURE 13. Photodiode Transimpedance Amplifier
20120354
FIGURE 14. Input Common-Mode Capacitance vs. V
CM
20120347
FIGURE 15. Modifying C
F
L
www.national.com
17
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