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Header
Single Row Right Angle - 10 Way
Specications:
Connector Type : Board to Board
Pitch Spacing : 2.54mm
No. of Rows : 1
No. of Contacts : 10
Gender : Header
Contact Termination : Through Hole Right Angle
Contact Resistance : 20mΩ
Current Rating : 3A
Insulation Resistance : 1,000MΩ
Operating Temperature : -40°C to +105°C
Termination Method : Solder
Voltage Rating : 250V AC/DC
Withstand Voltage : 600V AC for One Minute
Material and Finish:
Insulator : High Temperature Plastic
Insulator Colour : Black
Contact : Copper Alloy
Plated : Gold Plated
Important Notice : This data sheet and its contents (the “Information”) belong to the members of the Premier Farnell group of companies (the “Group”) or are licensed to it. No licence is granted
for the use of it other than for information purposes in connection with the products to which it relates. No licence of any intellectual property rights is granted. The Information is subject to change
without notice and replaces all data sheets previously supplied. The Information supplied is believed to be accurate but the Group assumes no responsibility for its accuracy or completeness, any
error in or omission from it or for any use made of it. Users of this data sheet should check for themselves the Information and the suitability of the products for their purpose and not make any
assumptions based on information included or omitted. Liability for loss or damage resulting from any reliance on the Information or use of it (including liability resulting from negligence or where the
Group was aware of the possibility of such loss or damage arising) is excluded. This will not operate to limit or restrict the Group’s liability for death or personal injury resulting from its negligence.
Multicomp is the registered trademark of the Group. © Premier Farnell plc 2012.
Part Number Table
Description Part Number
Header, 1 Row, R/Angle, 10Way MC34755
Dimensions : Millimetres
PCB Layout