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(1/1)
001-04 / 20110520 / e9b52_r6.fm
• All specifications are subject to change without notice.
Ferrite Cores for EMI Suppression
Ferrite Beads
R6H Series(6 Holes)
Bead cores series are easy to handle and are supplied in various
materials, shapes and packaging styles to meet for users’ requests.
FEATURES
• Appropriate materials and shapes can be selected from various
cores to suppress EMI effectively.
APPLICATIONS
Video, acoustic, office automation equipment, communication
equipment, automotive electronic equipment and others.
• Absorption EMI and penetrating noise
• Prevent parasitic oscillation
MATERIAL CHARACTERISTICS
SHAPES AND DIMENSIONS/CHARACTERISTICS
TYPICAL ELECTRICAL CHARACTERISTICS
IMPEDANCE vs. FREQUENCY CHARACTERISTICS
HF70R6H6X10H0.8 HF40R6H6X10H0.8 HF70R6H6X10H0.8 HF40R6H6X10H0.8
(5 holes) (5 holes) (3 holes) (3 holes)
Material
Initial
permeability
µi
Temperature
factor of initial
permeability αµir
×10–6/°C
Curie
temperature
Tc
(°C)
Saturation
magnetic
flux density Bs
(mT)
HF70 1500 1 to 6 >100 280[H=1600A/m]
HF40 120 8 to 18 >250 410[H=4000A/m]
Part No. Dimensions (mm) Impedance(Ω)[at 23°C, 2.5Ts]
øA B øC 10MHz typ. 100MHz typ.
HF40R6H6X10H0.8 6±0.2 10±0.3 0.8±0.1 140 1020
HF70R6H6X10H0.8 6±0.2 10±0.3 0.8±0.1 650 700
BøA
45˚
45˚
6-øC
1000
100
10
11 10 100 1000
Frequency(MHz)
Impedance(Ω)
1000
100
10
11 10 100 1000
Frequency(MHz)
Impedance(Ω)
1000
100
10
11 10 100 1000
Frequency(MHz)
Impedance(Ω)
1000
100
10
11 10 100 1000
Frequency(MHz)
Impedance(Ω)