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Description
Features
n5 & 10% VOLTAGE
TOLERANCES AVAILABLE
Mechanical Dimensions
nWIDE VOLTAGE RANGE
nMEETS UL SPECIFICATION 94V-0
Maximum Ratings 1N5230...5265 Series
Data Sheet
½ Watt
ZENER DIODES (4.7V to 62V)
1N5230...5265 Series
Page 12-2
Units
DC Power Dissipation with TL = > = 75 ...PD
Lead Length = .375 Inches
Derate Above 50
Operating & Storage Temperature Range...TJ, TSTRG
°C
°C
............................................. 500 ...............................................
............................................. 4 ...............................................
mW
mW /
°C
°C......................................... -65 to 100 ..........................................
.120
.200
1.00 Min.
.024 typ.
.060
.090
JEDEC
D0-35
Steady State Power Derating
Watts
TL = Lead Temperature (°°
°°
°C)
Temperature Coefficients vs. Voltage
mV/oC
Zener Voltage (Volts)
Typical Junction Capacitance
pF
Zener Voltage (Volts)
50% Vz Bias
0 V Bias
1 V Bias
Zener Current vs. Zener Voltage
Zener Voltage (Volts)
Zener Current (mA)