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Application Specification
1 of 8
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PRODUCT INFORMATION
1-800-522-6752
This controlled document is subject to change.
For latest revision and Regional Customer Service,
visit our website at www.te.com.
114-13252
29 JAN 16 Rev G
NOTE
All numerical values are in metric units [with U.S. customary units in brackets]. Dimensions are in millimeters. Unless
otherwise specified, dimensions have a tolerance of ±0.13 and angles have a tolerance of ±2°. Figures and illustrations are
for identification only and are not drawn to scale.
1. INTRODUCTION
This specification covers the requirements for the application of the Wire-to-Board Connectors which mate with
Hermaphroditic Blade and Receptacle SMT Connectors. The contacts will accept stranded copper wire with a
wire size range of 22-18 AWG. The contacts feature a locking lance to engage the housing and require no
insertion tooling. Once terminated, the contacts are inserted into the BACK of the housings. The housings have
single row cavities with a centerline spacing of 4.00 mm and are available in 2, 4, and 6 positions. The housing
is available in two colors, natural and black. The housing has a latch which engages with a tab on the
Hermaphroditic Blade and Receptacle Connector.
When corresponding with TE Connectivity Personnel, use the terminology provided on this specification to help
facilitate your inquiry for information. Basic terms and features of components are provided in Figure 1.
Figure 1
2. REFERENCE MATERIAL
2.1. Revision Summary
Added new artwork to Figure 1 and new Paragraph 3.1 and renumbered
2.2. Customer Assistance
Reference Product Base Part Number 2058299 and Product Code L012 are representative numbers of the
Wire-to Board Connector. Use of these numbers will identify the product line and help you to obtain product
and tooling information when visiting www.te.com or calling the number at the bottom of page 1.
2.3. Drawings
Customer drawings for product part numbers are available from www.te.com. Information contained in the
customer drawing takes priority.
2.4. Specifications
Product Specification 108-2387 provides product performance and test results. Application Specification
114-13225 provides information on Hermaphroditic Blade and Receptacle Connectors.
Wire-to-Board Connector
for Hermaphroditic Blade and
Receptacle SMT Connectors
Refer to Application Specification
114-13225 for Application
Requirements for the
Hermaphroditic Blade and
Receptacle Connector