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TAI-TECH
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Tai-Tech
Part Number
Common
Mode
Impedance
Ω
Test
Frequency
(MHz)
Rated
Voltage
(Vdc) max.
Insulation
Resistance
(MΩ) min.
Cut-off
Frequency
(GHz) typ.
DC
Resistance
(Ω) max.
Rated
Current
(mA) max.
MCF0605BF2-120T01 12±5Ω 250mV / 100 5 10 10 2.0 100
MCF0605BF2-900T01 90±30% 250mV / 100 5 10 3 6.0 100
● Rated current: based on temperature rise test
1. Scope
2. Dimensions
3. Part Numbering
4. Specification
Multila
er Common Mode Choke Coils
MCF0605BF2-Series
Common mode Differential mode
●MCF0605BF2-120T01 is a thin film common mode filter designed to
suppress common mode noise for high speed differential data lines,
such as Display Port, e-SATA, USB3.0, HDMI, MIPI, and MHL.USB3.1
●MCF0605BF2-900T01 is a thin film common mode filter designed to
suppress common mode noise for high speed differential data lines,
such as USB 2.0
These differential interfaces can be used in personal computers, note
books, mobile phone, LCD/PDP/DLP TVs, Blu-ray/DVD players,
personal handheld equipments, etc.
Chip Size
Size A B C P D1 D2
0605 0.67±0.05 0.52±0.05 0.32 ±0.05 0.45±0.05 0.20±0.05 0.15±0.10
Units: mm
Outer construction(MCF0605BF2-120T01)
Outer construction(MCF0605BF2-900T01)
MCF 0605 BF2 - 900 T 01
A B C D
EF
A: Series
B: Dimension
C: Material Lead Free Code
D: Impedance Common Mode Impedance 900=90Ω
E: Packaging T=Taping and Reel , B=Bulk(Bags)
F: Rated Current 01=100mA