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TRANSFORMERS
IC0867
Bourns Manufacturers Representatives
Corporate Distributor Product Managers
Americas Sales Team
Asia Sales Team
Europe Sales Team
Bourns Internal
Bourns Plant Managers
December, 2008
Models SM-LP-5001 and SM-LP-5002 Transformers
Change in Dielectric Withstanding Voltage
Bourns
®
line-matching transformers SM-LP-5001 and SM-LP-5002 are UL60950-approved.
UL60950 requires a dielectric withstanding voltage (DWV) of 1500 VRMS for one minute. Effective
immediately, the DWV of part numbers SM-LP-5001 and SM-LP-5002 will be 2000 VRMS for one
minute. As noted, this DWV rating still exceeds the required DWV by 33 %.
Previously, SM-LP-5001 and SM-LP-5002 specifi ed a DWV of 4600 VRMS for one minute. There is
a decrease in DWV strength after soldering. The revised DWV of 2000 VRMS for one minute
accounts for this decrease after soldering
.
SM-LP-5001
SM-LP-500