Search results
magnet wire / winding wire engineering data Round Wire For round conductor, where the cross-sectional area may be more Circular Mil Area = D 2 conveniently expressed in Circular Mils, the following formulas are Square Mil Area = /4 D 2 = 0.7854 D D 2 useful: Square Inch Area = 0.7854 x 10-6 2 General Formula: Lbs./1000 Ft. = 0.00034047 (d) (D 2)
copper magnet wire data size (awg) bare copper diameter (inches) resistance** (ohms per 1000 ft. at 20˚c) feet per pound pounds per 1,000 ft. circular
Determining a more accurate current rating depends on a variety of factors including the surrounding materials, permissible temperature rise, and specific usage of the wire. When applicable, consult your local electrical code to determine what parameters are legal.
Magnetics Design Tables. Geometrical data for several standard ferrite core shapes are listed here. The geometrical constant Kg is a measure of core size, useful for designing inductors and transformers which attain a given copper loss [1].
The Sumitomo Electric magnet wire technical guide provides comprehensive information on the properties, applications, and specifications of various magnet wires.
aluminum magnet wires. The data presented in this booklet is consistent with NEMA MW 1000 specifications and is applicable for all film and insulation types. The data is given to help in the application and design choices of copper and aluminum magnet wire. All information contained herein is believed to be reliable and accurate.
Engineering data for copper magnet wire, based on NEMA / metric Area Recom. Typical Increase Increase kg/km m/kg ohms/kg wires / ohms / Winding Elon-(mm) (mm) (sq. mm) sq. cm cm 3 Tension gation AWG Min Nom Max Min Nom Max * Min Min Nom Max Min Min Nom Max Nom Nom Nom Nom Nom Nom (gram) % AWG 24,0 0,505 0,511 0,513 0,0818 0,0838 0,0859 0,025 0,531 0,541 0,551 0,048 0,554 0,565 0,577 0,204666 ...
