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Specifications are subject to change without notice
© No: POF0220230308004P (Engineering) 1 of 6
APSRP Series-Prosemi Shunt Resistors
Features
• Metal Alloy Low-Resistance shunt resistor.
• Resistance value 0.3mΩ, 0.5mΩ, 1mΩ, 2mΩ, 3mΩ, 4mΩ.
• Low thermal EMF.
• Low TCR.
• Very low inductance.
• Halogen free, lead free and RoHS compliant.
• AEC-Q200 qualified available.
Applications
• Power modules.
• Frequency converters.
• Current sensor for power hybrid sources high current for automotive.
• Lithium battery protection board.
Part number System
APSRP 25 S 6 F 0M50
【1】 【2】【3】 【4】【5】 【6】
【1】Series Name: Prosemi Shunt Resistor for Automotive.
【2】Chip Size: 25: 2512,
【3】Material: S: CuMnSn, M: CuMn, K: NiCr,C: Ni & Sn plated Copper.
【4】Power Rating: 6=6W, 4=4W, J=Jumper.
【5】Resistance Precision: D: ±0.5%, F: ±1%, J: ±5%, 0: Jumper.
【6】Resistance Code: R000: Jumper, R002: 2mΩ, 0M50: 0.5mΩ.
Electrical Characteristics
“*” : Other values may be available, contact factory
Note:
1) Ir =(P/R)
1/2
R: Resistance Value Ir: Rating Current P: Rating Power;
2) Product temperature coefficient: Includes the TCR effects of the resistor element and the copper terminal.
Resistance Range
(mΩ)
*
±0.5%; ±1%; ±5%
Operation
Temperature
Range
Product temperature
coefficient (ppm/℃)
±250 for 0.3 mΩ and 0.5 mΩ
±200 for 1mΩ
±75 for 2~4 mΩ