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ZTLV431 Datasheet(PDF) 3 Page - Diodes Incorporated

Part # ZTLV431
Description  1.24V Cost effective shunt regulator
PDF  8 Pages
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Manufacturer  DIODES [Diodes Incorporated]
Direct Link  http://www.diodes.com
Logo DIODES - Diodes Incorporated

ZTLV431 Datasheet(HTML) 3 Page - Diodes Incorporated

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ZTLV431
Issue 7 - April 2008
3
www.zetex.com
© Zetex Semiconductors plc 2008
Electrical characteristics (electrical characteristics over recommended operating
conditions, TA = 25°C, KKA = VREF, IKA = 10mA unless otherwise stated)
Deviation of reference input voltage, VDEV, is defined as the maximum variation of the reference
input voltage over the full temperature range.
The average temperature coefficient of the reference input voltage, VREF is defined as:
The dynamic output impedance, ZKA, is defined as:
When the device is programmed with two externalresistors, R1
and R2, (fig 2) , the dynamic output impedance of the overall
circuit, Z’, is defined as:
Symbol
Parameter
Conditions
Min.
Typ.
Max. Units
VREF
Reference voltage
ZTLV431A
1.228
1.24
1.252
V
TA = -40 to 85°C ZTLV431A
1.215
1.265
TA = -40 to 125°C ZTLV431A
1.209
1.271
VREF(dev)
Deviation of reference
voltage over full
temperature range
TA = 0 to 70°C
4
12
mV
TA = -40 to 85°C
6
20
TA = -40 to 125°C
11
31
Ratio of change in
reference voltage to
the change in cathode
voltage
VKA from VREF to
IKA = 10mA
6V
-1.5
-2.7
mV/V
10V
-1.5
-2.7
IREF
Reference input current
IKA = 10mA, R1 = 10k ., R2 = OC
0.1
0.5
µA
IREF(dev)
IREF deviation over full
temperature range
IKA = 10mA,
R1 = 10k ,
R2 = OC
TA = 0 to 70°C
0.05
0.3
µA
TA = -40 to 85°C
0.1
0.4
TA = -40 to 125°C
0.15
0.5
IKMIN
Minimum cathode
current for regulation
VKA = VREF
TA = -40 to 125°C
55
100
µA
IK(OFF)
Off-state current
VKA = 10V, VREF =0V
10
30
µA
zKA
Dynamic output
impedance
VKA = VREF, f = <1kHz,
IK = 0.1 to 15mA
0.25
0.4
ΔV
REF
ΔV
KA
-----------------
Vmax
Vmin
T1
T2
Vdev =Vmax -Vmin
Temperature
V
REF
ppm
°C
-------------⎠
⎞
⎝
⎛
V
DEV x 1000000
V
REF T
1
T
2
–
()
------------------------------------------
=
Z
KA
ΔV
K
ΔI
K
----------
=
Z
′
Z
KA x
R
R
+
()
=



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