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.100" ELH High Density
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Download part DXF File
View part PDF File
Download part DXF File
Highest Contact Density
The ELH .100" spacing, high-density screw-
terminal/edgecard connector features the highest
contact density of any screw termination connector
system available. Connectors are available in single-
and double-density versions and range in size from
10--40 and 20--80 contacts, respectively.
The ELH is designed for use with double-sided
boards. Single-density connectors provide opposing
board contacts on staggered .200" centers. The
double-density design features opposing board
contacts on .100" centers. (See drawings.)
Bifurcated, selectively-plated contacts are pre-loaded
to guarantee high normal force and good electrical
and mechanical contact with a minimum of contact
deflection. This assures reliable performance under
extreme conditions of board warping, thickness and
movement.
Connectors are designed for side wire entry. Screw
terminations are actuated from the rear of the
connector. Single-density wire bundles train to one
side (left or right) of the connector. Double-density
bundles train to both sides.
Sizes and Special Configurations
Connector sizes listed are standard configurations.
Contact Amphenol Pcd for minimum order quantity
requirements for special sizes and configurations.
SPECIFICATIONS:
Current Rating: 5A
Insulation Resistance: >105 Megohms
Durability: 500 cycles per MIL-C-21097
Wire Range: 14-26 AWG
Wire Pullout Force: 35 lbs minimum
Board Thickness Range: .054-.070"
MATERIALS:
Housing: Glass-filled polyester, UL 94-V0, Black
Contact: Phosphor bronze, .000030" selective gold
finish
Wire Clamp: Brass, nickel finish
Terminal Screw: Steel, nickel finish