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6pulseelectronics.com
PulseJack™
2xN Gigabit
J405.E (12/11)
For More Information
2XN Gigabit Application Note
Pulse Worldwide
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Performance warranty of products oered on this data sheet is limited to the parameters specified. Data is subject to change without notice. Other brand and product names mentioned herein may be
trademarks or registered trademarks of their respective owners. © Copyright, 2011. Pulse Electronics, Inc. All rights reserved.
US Patent #7241181
These Integrated Connector Modules are specifically
designed for the implementation of a 10Base-T, 100Base-
TX and 1000Base-TX transmission over data-grade
unshielded twisted pair cable (UTP-3, 5-5e and 6).
The connectors category provide excellent EMI filtering
and are suitable for Embedded Systems and Multiport
Applications. Pulse has worked closely with the leading IC
manufacturers in providing these 10/100/1000 solutions,
thereby assuring comptability with each transceiver.
JC0 series meet the stringent open circuit inductance
requirements imposed by IEEE. When an 8mA DC
current is applied across the transformer windings, the
transformer will provide at least 350 µH of open circuit
inductance. The transformers used in each module also
provide 2250Vdc minimum isolation, wide band width
with minimal attenuation and fast rise times to minimize
system level jitter.
Notes:
1. For maximum EMI suppression (electromagnetic interference) place the 3. Connections between 10/100/1000 IC and the connector should be direct
decoupling capacitors adjacent to Vcc and 50 Ω connections. (ideally no change in direction) and of minimum length.
2. Connections to ground should be as short as possible.