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Test & Measurement
Learn more: CarlisleIT.com/products
WHEN SIGNAL INTEGRITY & DENSITY MATTER
CoreHC™ 2.5 mm Pitch Interconnect Solutions
Feature Customer Benefit
DC to 65 GHz frequency range Supports a variety of current and emerging applications, reducing overall cost
Board footprint compatibility Can be used with Coplanar Wave Guide (CPW) and strip line PCB traces
Multiple board-to-board solutions 8 mm to 20 mm stack-up height in 2 mm increments to meet certain height restrictions
One-piece interface for vertical-mount type
Saves time and reduces costs because no soldering to the board is required; only PEM
nuts are used for installation and removal
Zero force to disengage Eliminates damage to PCB solder joints and footprints
20,000 mate/demate cycles
High signal integrity in a long-life package provides high performance and lower cost of
ownership
Smaller overall footprint size 2.5 mm pitch to access signals in dense environments and save PCB space
2 picosecond phase matching High signal integrity
2.92 mm and 1.85 mm cable-side connectors Supports frequencies up to 65 GHz
0.047 and 0.079 coax cables are available
High-performance, microwave-grade, flexible coaxial cables offer high density, high
frequency, and low losses
Cable length options Standard lengths offerred in cm increments (custom lengths available upon request)
Edge launch/mount option Design flexibility for complex board layouts
Multiple channels
Standard products available in single row, 2, 4, 6, 8, and 10 channels (custom configurations
upon request)
Multiple signal probing Probing is possible on single-ended or differential signals
Flexible cables Offers high electrical and mechanical stability
Tilt protection Shape of housings ensures high mechanical stability
Keying Eliminates mismating
No custom tooling required Interconnect mounts on board with standard tools
Solder-free installation Interposer-less design, requires no solder on PCB
Field-replaceable Can be moved, reconfigured, and replaced in the field with standard tools
FEATURES & BENEFITS
Carlisle Interconnect Technologies’ CoreHC 2.5 mm pitch direct attach cable assembly is
a multichannel, test-point system targeted for high-density boards where space is limited.
It offers reduced trace lengths and higher signal integrity compared to boards using
traditional SMA-type connectors. On average, there is 4-times higher available bandwidth
for signals in the same real estate as SMA connectors.
CarlisleIT’s unique compression force design results in easier and rapid connectivity
of high-frequency signals on the board. Since there are configurations using single or
multiple channels, board size can be optimized accordingly.
The vertical mount-attach solution eliminates the board-side connector or interposer by
offering a direct connection of signals between the traces and pads on the PCB footprint
and the compression pins on the cable assembly. A board-side interposer is required for
edge mount-type solution. Optimized footprints and layouts are available upon request.
The 2.5 mm solution is designed for demanding bandwidths up to 65 GHz. Standard
products are available in single, 2, 4, 6, 8, and 10-channel configurations.