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1N6267A Series
http://onsemi.com
5
Figure 6. Dynamic Impedance
1000
500
200
100
50
20
10
5
2
1
0.3 0.5 0.7 1 2 3 5 7 10 20 30
DVBR, INSTANTANEOUS INCREASE IN VBR ABOVE VBR(NOM) (VOLTS)
VBR(NOM)=6.8 to 13V
20V
24V 43V
75V
180V
120V
Figure 7. Typical Derating Factor for Duty Cycle
DERATING FACTOR
1 ms
10 ms
1
0.7
0.5
0.3
0.05
0.1
0.2
0.01
0.02
0.03
0.07
100 ms
0.1 0.2 0.5 2 5 10 5012010
D, DUTY CYCLE (%)
PULSE WIDTH
10 ms
TL=25°C
tP=10ms
IT, TEST CURRENT (AMPS)
APPLICATION NOTES
RESPONSE TIME
In most applications, the transient suppressor device is
placed in parallel with the equipment or component to be
protected. In this situation, there is a time delay associated
with the capacitance of the device and an overshoot
condition associated with the inductance of the device and
the inductance of the connection method. The capacitance
effect is of minor importance in the parallel protection
scheme because it only produces a time delay in the
transition from the operating voltage to the clamp voltage as
shown in Figure 8.
The inductive effects in the device are due to actual
turn-on time (time required for the device to go from zero
current to full current) and lead inductance. This inductive
effect produces an overshoot in the voltage across the
equipment or component being protected as shown in
Figure 9. Minimizing this overshoot is very important in the
application, since the main purpose for adding a transient
suppressor is to clamp voltage spikes. These devices have
excellent response time, typically in the picosecond range
and negligible inductance. However, external inductive
effects could produce unacceptable overshoot. Proper
circuit layout, minimum lead lengths and placing the
suppressor device as close as possible to the equipment or
components to be protected will minimize this overshoot.
Some input impedance represented by Zin is essential to
prevent overstress of the protection device. This impedance
should be as high as possible, without restricting the circuit
operation.
DUTY CYCLE DERATING
The data of Figure 1 applies for non-repetitive conditions
and at a lead temperature of 25°C. If the duty cycle increases,
the peak power must be reduced as indicated by the curves
of Figure 7. Average power must be derated as the lead or
ambient temperature rises above 25°C. The average power
derating curve normally given on data sheets may be
normalized and used for this purpose.
At first glance the derating curves of Figure 7 appear to be
in error as the 10 ms pulse has a higher derating factor than
the 10 ms pulse. However, when the derating factor for a
given pulse of Figure 7 is multiplied by the peak power value
of Figure 1 for the same pulse, the results follow the
expected trend.