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asiacus@bourns.com
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americus@bourns.com
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NEW PRODUCT RELEASE
MAGNETICS
Riverside, California – September 22, 2020 – Bourns Magnetics Product Line is introducing the Model DR334A Line Filter
Series. These filters are constructed with a ferrite toroid core delivering compact size and high impedance over a
broad frequency range to suppress Electromagnetic Interference (EMI) coming into or leaving from the system.
The Model DR334A series is AEC-Q200 compliant with an operating temperature range of -40 to +135 °C. These line
filters are available in a bifilar-wound configuration to reach higher common mode impedance and a sector-wound
configuration to reach higher differential mode impedance at high frequencies. They are ideal for use in data, signal
and low current power line noise suppression applications in consumer, industrial and other markets.
Model Product Size Inductance Range Impedance Range Current Range
DR334A 9 x 5.8 x 3.6 mm 11 - 4700 µH 300 - 6000 Ω @ 0.5 – 300 MHz 0.2 – 0.5 A
For additional details on Bourns® AEC-Q200 Compliant Products, visit the Bourns website at www.bourns.com/
products/aec-q-compliant-products.
Should you have any questions, contact Bourns Customer Service/Inside Sales.
* RoHS Directive 2015/863, Mar 31, 2015 and Annex.
** Bourns considers a product to be “halogen free” if (a) the Bromine (Br) content is 900 ppm or less; (b) the Chlorine
(Cl) content is 900 ppm or less; and (c) the total Bromine (Br) and Chlorine (Cl) content is 1500 ppm or less.
Bourns Releases New AEC-Q200 Compliant Line Filters
Model DR334A Series
IC2045
Features
Bifilar or sector windings
Toroid core, self-shielding, low radiation
Wide EMI suppression frequency range
AEC-Q200 compliant
RoHS compliant* and halogen free**
Applications
Noise filters
EMI suppression for data, signal and low
current power line
CANbus
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474 B
195 0
474 B
195 0