MCR25JZHFLR100 Rohm Semiconductor, MCR25JZHFLR100 Datasheet - Page 2

• Manufacturer Part Number: MCR25JZHFLR100
• Description: RES .10 OHM 1/2W 1% 1210 SMD
• Manufacturer: Rohm Semiconductor
• Series: MCR25r

Specifications of MCR25JZHFLR100

• Resistance (ohms): 0.1
• Power (watts): 0.5W, 1/2W
• Composition: Thick Film
• Temperature Coefficient: ±200ppm/°C
• Tolerance: ±1%
• Size / Dimension: 0.126" L x 0.098" W (3.20mm x 2.50mm)
• Height: 0.022" (0.55mm)
• Lead Style: Surface Mount (SMD - SMT)
• Package / Case: 1210 (3225 Metric)
• Resistance In Ohms: 0.10
• Case: 1210 (3225 metric)
• Lead Free Status / RoHS Status: Lead free / RoHS Compliant
• Features: -
• Other names: RHM.10STR

Resistors
Characteristics
Resistance
Variation of resistance
with temperature
Overload
Solderability
Resistance to
soldering heat
Rapid change of
temperature
Damp heat, steady state
Endurance at 70°C
Endurance
Component solvent
resistance
Bend strength of
the end face plating
Item
J : ±5%
F : ±1%
± (2.0%+0.005Ω)
± (1.0%+0.005Ω)
± (1.0%+0.005Ω)
± (3.0%+0.005Ω)
± (3.0%+0.005Ω)
± (3.0%+0.005Ω)
± (0.5%+0.005Ω)
See Table.1
A new uniform coating of minimum of
95% of the surface being immersed
and no soldering damage.
No remarkable abnormality on the appearance.
Without open.
Guaranteed value
Resistor type
JIS C 5201-1 4.5
Load voltage : A
Measuring method : measure upper termination
by 4 proves.
JIS C 5201-1 4.8
Measurement : +25 / −55 / +25 / +125°C
JIS C 5201-1 4.13
Rated voltage (current) ×2.5, 2s.
JIS C 5201-1 4.17
Rosin-Ethanol (25%WT)
Soldering condition : 235±5°C
Duration of immersion : 2.0±0.5s.
JIS C 5201-1 4.18
Soldering condition : 260±5°C
Duration of immersion : 10±1s.
JIS C 5201-1 4.19
Test temp. : −55°C to +125°C 5cyc
JIS C 5201-1 4.24
40°C, 93%RH
Test time : 56days
JIS C 5201-1 4.25.1
70°C, Rated voltage
1.5h : ON − 0.5h : OFF
Test time : 1,000h
JIS C 5201-1 4.25.3
125°C
Test time : 1,000h to 1,048h
JIS C 5201-1 4.29
23°C±5°C
Solvent : 2-propanol
JIS C 5201-1 4.33
Test conditions (JIS C 5201-1)
Upper termination
Rev.D
MCR25
Prove
2/4