Oxygen Free Copper Solid Core Hook Up Wire Mouser
12.2 The Biot-Savart Law
16. A 10-A current flows through the wire shown. What is the magnitude of the magnetic field due to a 0.5-mm segment of wire as measured at (a) point A and (b) point B?
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17. Ten amps flow through a square loop where each side is 20 cm in length. At each corner of the loop is a 0.01-cm segment that connects the longer wires as shown. Calculate the magnitude of the magnetic field at the center of the loop.
18. What is the magnetic field at P due to the current I in the wire shown?
19. The accompanying figure shows a current loop consisting of two concentric circular arcs and two perpendicular radial lines. Determine the magnetic field at point P.
20. Find the magnetic field at the center C of the rectangular loop of wire shown in the accompanying figure.
21. Two long wires, one of which has a semicircular bend of radius R, are positioned as shown in the accompanying figure. If both wires carry a current I, how far apart must their parallel sections be so that the net magnetic field at P is zero? Does the current in the straight wire flow up or down?
Solid Core Pilates
The 20 AWG Hook Up Wire is available from Remington Industries in both solid core and stranded types. As part of the lead wire family, hook up wire is used in applications such as control panels, meters, ovens, and internal wiring of computers. The PVC insulation provides good flame resistance and mold ability to be used on a variety of projects. This hook up wire is available in 10 different colors to help organize any electrical projects to fit your needs.
Oxygen Free Copper Solid Core Hook Up Wire Mouser Size
- Material: Tinned Copper
- Wire Diameter: 0.0320'
- Overall Diameter: 0.070' Stranded or 0.064' Solid
- Insulation: PVC (0.016' Thick)
- Type: UL1007 Stranded Wire (10/30) or UL1007 Solid Wire
- Voltage Rating: 300 Volts
- Temperature Rating: 105°C (221°F)
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- 25' (7.62 m)
- 100' (30.48 m)
- 250' (76.20 m)
- 500' (152.40 m)
- 1000' (304.80 m)
- 2500' (762.00 m)
- 5000' (1524.00 m)