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TECHNICAL DATA SHEET
Gort Road Business Park, Ennis, Co. Clare, Ireland. 6 Lake Street, Lawrence, MA 01841
Tel: +353 (0) 65 6840044, Fax: +353 (0) 65 6822298 Tel: 1-800-446-1158 / (978) 794-1666, Fax: (978) 6890803
Website: http://www.microsemi.com
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RF01002 Rev A, June 2010 High Reliability Product Group Page 4 of 4
tp – Pulse Time – sec Test wave form parameters T – Temperature – ºC
tr = 10 s, tp = 1000 s
FIGURE 1 Peak Pulse Power vs. Pulse Time FIGURE 2 Pulse Waveform FIGURE 3 Derating curve
The TVS low capacitance device configuration is shown in Figure 4. As a further option for unidirectional applications, an additional
low capacitance rectifier diode may be used in parallel in the same polarity direction as the TVS as shown in Figure 5. In
applications where random high voltage transients occur, this will prevent reverse transients from damaging the internal low
capacitance rectifier diode and also provide a low voltage conducting direction. The added rectifier diode should be of similar low
capacitance and also have a higher reverse voltage rating than the TVS clamping voltage VC. The Microsemi recommended
rectifier part number for the application in Figure 5 is the “SMBJLCR80” or “SMBGLCR80” depending on the terminal configuration
desired. If using two (2) low capacitance TVS devices in anti-parallel for bidirectional applications, this added protective feature for
both directions (including the reverse of each rectifier diode) is inherently provided in Figure 6. The unidirectional and bidirectional
configurations in Figure 5 and 6 will both result in twice the capacitance of Figure 4.
FIGURE 4 FIGURE 5 FIGURE 6
TVS with internal low Optional Unidirectional Optional Bidirectional
capacitance rectifier diode configuration (TVS and configuration (two TVS
separate rectifier diode devices in anti-parallel)
in parallel)
PPP – Peak Pulse Power – kW
Peak Pulse Power (PPP) or Current (IPP)
in percent of 25oC rating