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The CFP2 and CFP4 interconnect systems are comprised of insert molding assemblies for top side contacts and press-t
cage assemblies. Both CFP2 and CFP4 have a plug connector on the mating interface that improves accuracy and aids in
achieving high speed performance.
General Characteristics
• Complies with IEEE and ITU-T applications
• 0.6mm contact pitch
• CFP2 has 104 positions, CFP4 has 56 positions.
• Rated for 25 Gbps per ch. with resonance dampening for
improved signal integrity.
• Module and host systems are hot pluggable, not damaged
by insertion/removal
• Integrated kickout spring with cage assembly for CFP4
Applications
• Supports 40Gbit/s and 100Gbit/s interfaces for Ethernet
(IEEE802.3), Telecommunication (ITU-T) and other
optical networking applications
• Supports single mode and multimode ber optics
• Accommodates a wide range of power dissipations and
applications
• Nominal signalling rate of 25Gbit/s per ch.
Key Features
• Two piece electrical connector for superior electrical
performance and superior mechanical integrity
• Supports LC, MTP12 and MTP24 optical connector
types
• Alternative solutions to limitations of QSFP+:
thermal, jitter budget and reach
Mechanical Characteristics
• Maximum Insertion Force: 80N (Cage and Connector)
• Maximum Extraction Force: 80N (Cage and Connector)
• Minimum Cage Retention: 180N
• Minimum Module Retention: 90 N
• Durability: 200 Mating Cycles min
Electrical Characteristics
• Operating Voltage: 3.3 V
• Operating Current: 1.875A
Materials
• Cage
oBase Material: Copper Alloy
oPlating: Nickel
oHeat Sink: Aluminum Alloy
oHeat Sink Clip: Stainless Steel
oDust Cover: Thermoplastic
oConnector cover: Zinc Alloy
• Connector
oContact Base Material: Phosphor Bronze
oContact Plating: Gold on Mating Area, Matte Tin on
Termination
oHousings: Glass Reinforced, Lead-Free Solder Reow
Process Compatible Thermoplastic, UL94V-0 Rate d
oResonance Dampening Feature: Conductive Polymer
Options
• Heat Sink and Clip
oStandard: Aluminum Alloy
oCustom designs available
• EMI Gasket
• Connector Cover
• Dust Cover
P-U20-KCFP2-1XXX P-U98-C1X1-X0XX
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