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Note 1 Devices listed have a ± 5% tolerance on nominal V Z.
The suffix A denotes a ± 20% tolerance, suffix C
denotes ± 2%, and suffix D denotes ± 1%.
Note 2 Nominal Zener Voltage (V Z) is read with the device in
standard test clips with 3/8 to ½ inch spacing between
clip and case of the diode. Before reading, the diode is
allowed so stabilize for a period of 40 ± 10 milliseconds
at 25°C (+8, -2°C).
Note 3 The Zener impedance (Z ZT or ZZK is derived from the 60
HZ ac voltage, which results when an ac current having
a rms value equal to 10% of the dc zener current (I ZT or
IZK) is superimposed on I ZT or IZK respectively. Dynamic
impedance variations with other current values are
described in Micronote 202.
Note 4 The Maximum Reverse (leakage) Current is specified
for devices with ± 20% and ± 10% voltage tolerances
on nominal VZ in another column.
Note 5 The Maximum Zener Current (I ZM) shown is for ± 5%
tolerance devices. IZM for ± 10% and ± 20% devices
can be calculated using the formula:
IZM = P
V ZM
Where “VZM” is VZ at the high end of the voltage
tolerance specified and “P” is the rated power of the
device.
Note 6 The Surge Current (IZM) is specified as the maximum
peak of a nonrecurring sine wave of 8.3 milliseconds
duration.
Note 7 Voltage Regulation (∆VZ) is the difference between the
voltage measured at 10% and 50% I ZM).
SMB(G or J)5333B thru SMB(G or J)5388B
1
5344B
5350B
5335B
5338B
5342B
5357B
5365B
5378B
5388B
S
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