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◆ FEATURES ◆ APPLICATIONS
z Multi-line EMI Suppression
M-series chip arrays contain four ferrite
beads in a single package. This
compact design makes the M-series
perfect for EMI suppression on
multiple-lines.
z High Density Packaging
M-series chip arrays have a compact
package design that is ideal for high density
packaging.
● Multi-frequency Applications
M-series chip arrays are available in
A-type and B-type.The A-type chip
arrays are designed for lower frequency
applications.The B-type chip arrays are
designed for high frequency
applications.
M-series chip beads can be used in a variety of
electronics including:
• Computers
• Printers
• Modems
• Hard Drives
• CD-ROMs
• Monitor
• Mainboards
• Televisions
◆ OPERATING TEMPERATURE: -40 ~ 85℃
◆ TEST EQUIPMENTS AND TEST SETUP
Z by Agilent E4991A RF Impedance Analyzer
DCR by milli-ohm meter.
Typical electrical characteristic curves for
the SMB M-series chip bead arrays. The
M-series chip arrays have a wide range of
impedance characteristics and are ideal for
multi-line applications.
SMB M-SERIES
FERRITE CHIP BEADS FOR LOW FREQUENCY APPLICATION