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◆ FEATURES ◆ APPLICATIONS
z Minimizes Attenuation
B-series chip beads can effectively
minimize attenuation due to their sharp
impedance characteristics.
z Minimizes Crosstalk
B-series chip beads effectively
minimize crosstalk due to its
magnetically shielded structure.
z Effective EMI Protection
B-series chip beads have a monolithic
inorganic material construction that
minimizes the effect of electromagnetic
interference.
z Multiple Size Availability
B-series chip beads are available in six
compact sizes: 100505.160808, 201209
321611.
B-series chip beads can be used in a
variety of electronics including:
z Computers
z Computer Peripherals
z Pagers
z Celluar Equipment
z Wireless Communicate Devices
z Digital Televisions
z Digital Cameras
z Audio/Visual Equipment
◆ OPERATING TEMPERATURE
SMB-100505 : -55 ~ 125℃
OTHER: -40 ~ 85℃
◆ TEST EQUIPMENTS AND TEST SETUP
Z by Agilent E4991A RF Impedance
Analyzer with HP16197A Test Fixture.
DCR by milli-ohm meter.
Typical electrical characteristic
curves for the SMB B-series chip
beads. The B-series has a sharp
high frequency characteristic that
is effective in high-speed
applications.
SMB B-SERIES
FERRITE CHIP BEADS FOR HIGH SPEED APPLICATION