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Description
Features
n5 & 10 % VOLTAGE
TOLERANCES AVAILABLE
Mechanical Dimensions
nWIDE VOLTAGE RANGE
nMEETS UL SPECIFICATION 94V-0
Maximum Ratings 1N4728...4764 Series
Data Sheet
1 Watt
ZENER DIODES (3.3V to 100V)
1N4728...4764 Series
Page 12-4
Units
DC Power Dissipation with TL = > = 75 ...PD
Lead Length = .375 Inches
Derate Above 50
Operating & Storage Temperature Range...TJ, TSTRG
°C
°C
............................................. 1 ...............................................
............................................. 6.67 ...............................................
Watt
mW / °C
°C......................................... -65 to 100 ..........................................
.205
.160
1.00 Min.
.031 typ.
.080
.107
JEDEC
D0-41
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)