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TRANSFORMERS
IC1545 REV.
January, 2016
Bourns® Model SM-LP-5001 and SM-LP-5002 Series
Surface Mount Line Matching Transformers
Change to Carrier Tape Specifi cations
Bourns has decided to change the carrier tape speci cations for the Model SM-LP-5001 and
SM-LP-5002 Series Surface Mount Line Matching Transformers. e carrier tape has been
redesigned to help limit lateral movement of the component to within 1 mm in compliance with
the EIA-481-D Standard. e form, t and function of the transformer will remain the same.
Speci cations of the carrier tape are provided on the following page.
Aff ected Part Numbers
SM-LP-5001E
SM-LP-5001MEL
SM-LP-5002E
SM-LP-5002E-40
Implementation dates are as follows:
Date that manufacturing of existing packaging will cease: July 2, 2016
Date that deliveries of modi ed packaging will begin: July 3, 2016
First date code using the new packaging: 1628
If you have any questions or need additional information, please feel free to contact Customer
Service/Inside Sales.
•
BOURNS
SM-LP-5001
1125
C US
•
BOUR
NS
SM-LP-5002
1125
C US