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1N821,A 1N823,A 1N825,A 1N827,A 1N829,A
Motorola TVS/Zener Device Data 8-161
6.2 Volt OTC 400 mW DO-35 Data Sheet
MAXIMUM ZENER IMPEDANCE versus ZENER CURRENT
(See Note 2)
MORE THAN 95% OF THE UNITS ARE IN THE RANGES INDICATED BY THE CURVES.
Figure 4. 1N821 Series Figure 5. 1N821A Series
1000
1
2
4
6
8
10
20
40
60
80
100
200
400
600
800
ZZ, MAXIMUM ZENER IMPEDANCE (OHMS)
ZZ, MAXIMUM ZENER IMPEDANCE (OHMS)
1000
1
2
4
6
8
10
20
40
60
80
100
200
400
600
800
IZ, ZENER CURRENT (mA)
1 2 4 6 8 10 20 40 60 80 100 IZ, ZENER CURRENT (mA)
1 2 4 6 8 10 20 40 60 80 100
–55
°
C
25
°
C
100
°
C
25
°
C
100
°
C
–55
°
C
NOTE 1. VOLTAGE VARIATION (∆VZ) AND TEMPERATURE COEFFICIENT
All reference diodes are characterized by the “box method.” This guarantees a maximum volt-
age variation (∆VZ) over the specified temperature range, at the specified test current (IZT),
verified by tests at indicated temperature points within the range. VZ is measured and re-
corded at each temperature specified. The ∆VZ between the highest and lowest values must
not exceed the maximum ∆VZ given. This method of indicating voltage stability is now used
for JEDEC registration as well as for military qualification. The former method of indicating
voltage stability — by means of temperature coefficient accurately reflects the voltage devi-
ation at the temperature extremes, but is not necessarily accurate within the temperature
range because reference diodes have a nonlinear temperature relationship. The temperature
coefficient, therefore, is given only as a reference.
NOTE 2.
The dynamic zener impedance, ZZT, is derived from the 60 Hz ac voltage drop which results
when an ac current with an rms value equal to 10% of the dc zener current, IZT, is superim-
posed on IZT. Curves showing the variation of zener impedance with zener current for each
series are given in Figures 4 and 5.
NOTE 3.
These graphs can be used to determine the maximum voltage change of any device in the
series over any specific temperature range. For example, a temperature change from 0 to
+50°C will cause a voltage change no greater than +31 mV or – 31 mV for 1N821 or 1N821A,
as illustrated by the dashed lines in Figure 1. The boundaries given are maximum values. For
greater resolution, an expanded view of the center area in Figure 1a is shown in Figure 1b.
NOTE 4.
The maximum voltage change, ∆VZ, Figures 2 and 3 is due entirely to the impedance of the
device. If both temperature and IZT are varied, then the total voltage change may be obtained
by graphically adding ∆VZ in Figure 2 or 3 to the ∆VZ in Figure 1 for the device under consider-
ation. If the device is to be operated at some stable current other than the specified test cur-
rent, a new set of characteristics may be plotted by superimposing the data in Figure 2 or 3
on Figure 1. For a more detailed explanation see application note in later section.
NOTE 5.
Zener voltage limits at 25°C measured with the test current (IZT) applied with the device junc-
tion in thermal equilibrium at an ambient temperature of 25°C.