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CURRENT SENSE RESISTORS
N1807
February, 2018
Bourns® Model FR-SAB-0-001
Current Sense Resistor Sample Board
to be Discontinued
Eectively immediately, Bourns has discontinued the Model FR-SAB-0-001 Current Sense
Resistor Sample Board. Diminishing demand necessitates this action. e suggested replacement
sample board, Model FR-SAB-0-002 has been updated with new products.
Please visit the Bourns website at www.bourns.com for specic product details. If you have any
questions or need additional information, please feel free to contact Customer Service/
Inside Sales.
Obsolete
Sample Board
FR-SAB-0-001
Suggested Replacement
Sample Board
FR-SAB-0-002
Model Chip Size Model Chip Size
CRL0603 0603 CRL0603 0603
CRL0805 0805 CRL0805 0805
CRL1206 1206 CRL1206 1206
CRL2010 2010 CRL2010 2010
CRL2512 2512 CRL2512 2512
CRF0805 0805 CRM0603(A) 0603
CRF1206 1206 CRM0805(A) 0805
CRF2512 2512 CRM1206(A) 1206
CRF2512 2512 CRM2010(A) 2010
CRE2512 2512 CRM2512(A) 2512
CRA2512 2512 CRF0805 0805
CST0612 0612 CRF1206 1206
CSS2H-2512 2512 CRF2512 2512
CSS2H-3920 3920 CRF2512 2512
CSS2H-5930 5930 CRE2512 2512
CSS4J-4026 4026 CRA2512 2512
CST0612 0612
CSS2H-2512 2512
CSS2H-3920 3920
CSS2H-5930 5930
CSS4J-4026 4026