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Chip Resistor Surface Mount
SCOPE
This specification describes PA0100
to 2512 series current sensor - low
TCR with metal substrate.
APPLICATIONS
Smart Phone
Batteries
Computer
Telecom / Datacom
Industrial / Power supply
Car electronics
FEATURES
AEC-Q200 qualified
Halogen-free Epoxy
Total lead free without RoHS
exemption
RoHS compliant
Reduce environmentally
hazardous wastes
High component and equipment
reliability
Non-forbidden materials used in
products/production
Low resistances applied to
current sensing
Moisture sensitivity level: MSL 1
PA XXXX X X X XX XXXX X
(
1
)
(
2
)
(
3
)
(
4
)
(
5
)
(
6
)
(
7
) (
8
)
0100/0201/0402/0603/0805/1206/2010/2512
D = ± 0.5%
F = ± 1%
J = ± 5%
R = Paper taping reel (PA0100~PA1206)
K = Embossed taping reel (PA2010/PA2512)
(
4
)
TEMPERATURE COEFFICIENT OF RESISTANCE
E = ± 50ppm/°C
M = ± 75ppm/°C
F = ± 100ppm/°C
L = ± 150ppm/°C
G = ± 200ppm/°C
I = ± 300ppm/°C
07 / 7W / 7T / 47 / 57 / 87 / 0L / WL / 4L inch dia. Reel and specific rated power
Detailed power rating are shown in the Table 2.
Letter L / Z is the system default code for ordering only.
(Note)
L is for 0100/0201/0402/0603/0805
Z is for only 1206/2010/2512
ORDERING INFORMATION - GLOBAL PART NUMBER
Global part numbers are identified by the series, size, tolerance, packing
type, temperature coefficient, taping reel and resistance value.
ORDERING EXAMPLE
The ordering code for a PA0805
0.125W chip resistor,TC50 value 0.01Ω
(10mR) with 1% tolerance, supplied in
7-inch tape reel with 5Kpcs quantify is:
PA0805FRE070R01L.
Resistance rule of global part
number
0U5=0.0005Ω
0R001 = 1mΩ
0R02 = 20mΩ
NOTE
1. All our RChip products are RoHS compliant. "LFP" of the internal 2D reel label mentions
"Lead-Free Process"