TL431, A, B Series, NCV431A
APPLICATIONS INFORMATION
1
1
The TL431 is a programmable precision reference which
is used in a variety of ways. It serves as a reference voltage
in circuits where a non−standard reference voltage is
needed. Other uses include feedback control for driving an
optocoupler in power supplies, voltage monitor, constant
current source, constant current sink and series pass
regulator. In each of these applications, it is critical to
maintain stability of the device at various operating currents
and load capacitances. In some cases the circuit designer can
estimate the stabilization capacitance from the stability
boundary conditions curve provided in Figure 15. However,
these typical curves only provide stability information at
specific cathode voltages and at a specific load condition.
Additional information is needed to determine the
capacitance needed to optimize phase margin or allow for
process variation.
P2 +
+
+
+ 60 kHz
2p R
C
2p * 10 M * 0.265 pF
P2 P2
1
1
Z1 +
+ 500 kHz
2p R
C
2p * 15.9 k * 20 pF
Z1 P1
In addition, there is an external circuit pole defined by the
load:
1
P
+
L
2p R C
L L
Also, the transfer dc voltage gain of the TL431 is:
G + G R
GoR
M GM
L
Example 1:
A simplified model of the TL431 is shown in Figure 31.
When tested for stability boundaries, the load resistance is
150 W. The model reference input consists of an input
transistor and a dc emitter resistance connected to the device
anode. A dependent current source, Gm, develops a current
whose amplitude is determined by the difference between
the 1.78 V internal reference voltage source and the input
transistor emitter voltage. A portion of Gm flows through
I
+10mA, R + 230 W, C + 0. Define the transfer gain.
C
L
L
The DC gain is:
G + G R
GoR +
M GM
L
(2.138)(1.0 M)(1.25 m)(230) + 615 + 56 dB
8.25 k
8.25 k ) 15 k
compensation capacitance, C . The voltage across C
P2
P2
Loop gain + G
+ 218 + 47 dB
drives the output dependent current source, Go, which is
connected across the device cathode and anode.
The resulting transfer function Bode plot is shown in
Figure 32. The asymptotic plot may be expressed as the
following equation:
Model component values are:
V
= 1.78 V
ref
Gm = 0.3 + 2.7 exp (−I /26 mA)
C
jf
ǒ1 )
Ǔ
where IC is the device cathode current and Gm is in mhos
500 kHz
Av + 615
jf
jf
Go = 1.25 (V 2) mmhos.
cp
ǒ
Ǔǒ1 )
Ǔ
1 )
8.0 kHz
60 kHz
Resistor and capacitor typical values are shown on the
model. Process tolerances are ±20% for resistors, ±10% for
capacitors, and ±40% for transconductances.
An examination of the device model reveals the location
of circuit poles and zeroes:
The Bode plot shows a unity gain crossover frequency of
approximately 600 kHz. The phase margin, calculated from
the equation, would be 55.9 degrees. This model matches the
Open−Loop Bode Plot of Figure 12. The total loop would
have a unity gain frequency of about 300 kHz with a phase
margin of about 44 degrees.
1
1
P1 +
+
+ 7.96 kHz
2p R
C
2p * 1.0 M * 20 pF
GM P1
http://onsemi.com
11
ONSEMI [ ONSEMI ]
