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• All specifications are subject to change without notice.
(1/2)
004-02 / 20050618 / e9412_mmz0603.fm
EMC Components MMZ Series MMZ0603 Type
Chip Beads
SMD Size: JIS/IEC 0603, EIA 0201
FEATURES
• This is a multilayered chip bead product with dimensions of
L0.6×W0.3×T0.3mm.
• The product is magnetically shielded, allowing high density
mounting.
• We refined the rules for internal conductor design to reduce
floating capacity between conductors, which in turn has
contributed to a dramatic improvement in high frequency
characteristics. We have also been able to expand and reinforce
the EMI suppression in the GHz range.
•
The products contain no lead and also support lead-free soldering.
APPLICATIONS
The removal of EMI components from signal lines in various mod-
ules, cellular phones and other sets that use very small compo-
nents.
SHAPES AND DIMENSIONS/RECOMMENDED PC BOARD
PATTERN
ELECTRICAL CHARACTERISTICS TEMPERATURE RANGES
PACKAGING STYLE AND QUANTITIES
TYPICAL ELECTRICAL CHARACTERISTICS
IMPEDANCE vs. FREQUENCY CHARACTERISTICS
MMZ0603S100C MMZ0603S800C MMZ0603S121C
0.3
0.6
0.3
Weight: 0.3mg
Dimensions in mm
0.30 0.250.25
0.30
Part No. Impedance
(Ω)[100MHz]
DC resistance
(Ω)max.
Rated current
(mA)max.
MMZ0603S100C 10±25% 0.15 500
MMZ0603S800C 80±25% 0.5 200
MMZ0603S121C 120±25% 0.8 200
MMZ0603S241C 240±25% 1.0 100
MMZ0603S471C 470±25% 1.8 50
MMZ0603S601C 600±25% 2.0 50
MMZ0603Y121C 120±25% 0.8 200
MMZ0603Y241C 240±25% 1.0 100
MMZ0603Y471C 470±25% 1.8 50
MMZ0603D330C 33±25% 1.0 100
MMZ0603F100C 10±5Ω0.8 200
Operating/storage –55 to +125°C
Packaging style Quantity
Taping 15000 pieces/reel
450
400
350
300
250
200
150
100
50
01 10 100 1000 10000
Frequency(MHz)
Impedance(Ω)
Z
X
R
50
45
40
35
30
25
20
15
10
5
01 10 100 1000 10000
Frequency(MHz)
Impedance(Ω)
Z
X
R
450
400
350
300
250
200
150
100
50
01 10 100 1000 10000
Frequency(MHz)
Impedance(Ω)
Z
X
R
•Please contact our Sales office when your application are considered the following:
The device’s failure or malfunction may directly endanger human life (e.g. application for automobile/aircraft/medical/nuclear power devices, etc.)