ove 2 Problem 2 A long, straight wire with resisitivity of 1.7E-8 om has a diameter...
An electric current is uniformly distributed throughout a long, straight wire that has a diameter of 50 mm. The current through the wire is 5.0A . Calculate the magnitude of the magnetic field 20 mm radially away from the wire center. Calculate the magnitude of the magnetic field 50 mm radially away from the wire center. What must the current be to create a magnetic field of magnitude 1.0 T 50 mm radially away from the wire center?
2. (3 pts) A solid cylindrical wire of radius R carries uniform current density. Use Ampere's Law to calculate the magnetic field inside and outside the wire. Sketch your result as a function of distance r from the center.
A solid nickel wire of diameter 2.0 mm evenly conducts 1.0 A of current. Determine the magnitude of the magnetic flux density B as a function of radial distance from the center of the wire. PIot to a radius of 2 mm. 3.7 Magnetic Materials A solid nickel wire of diameter 2.0 mm evenly con- ducts 1.0 A of current. Determine the magnitude of the magnetic flux density B as a function of radial distance from the center of the...
can someone explain how to get the correct answer, which is B A long, straight wire is cylindrical and carries a uniform current density. Using Ampere's Law to find the magnetic field within the wire show's that... ... the magnetic field has larger magnitude near the center of the wire than the outer edge. ... the magnetic field has larger magnitude near the outer edge of the wire than near the center. ... the magnetic field has a magnitude that...
A long straight cylindrical wire of 4mm in diameter carrier a current uniformly distributed over its cross section. Assuming that wire is very long find magnetic field at the distance 0.01m from the wire. in μT, 2 significant figures (use Ampere's law)
Shown in the figure below is a long hollow wire. The wire has an inner radius of a, an outer radius of b, and is carrying a current of I. Region I Region II Region III (r>b) (b>r>a) (r<a) infinite length Infinite Hollow Wire carrying Current Use Ampere's Law to determine the magnetic field in each of these three regions as a function of r: • Region 1 (b): • Region II (a<r<b): o What is the length of the...
Shown in the figure below is a long hollow wire. The wire has an inner radius of a, an outer radius of b, and is carrying a current of I. Region I Region II Region III (r>b) (b>r>a) (r<a) infinite length b) I Infinite Hollow Wire carrying Current I Use Ampere's Law to determine the magnetic field in each of these three regions as a function of r: • Region 1 (nb): • Region II (acreb): • What is the...
You have been asked to design a magnetic trap for your summer internship. (a) First, consider a circular loop of wire of radius R located in the xz plane and carrying a steady current. Determine the magnetic field at an axial point P a distance x from the center of the loop. (Make sure to include a sketch.) (b) But, one loop isn’t going to get you enough B field strength, so you have to wrap 48 loops (8 layers...
A thin (radius r=1.15 mm) long wire is used to build a solenoid: the wire is densely (subsequent turns touching each other) wound around a cylindrical surface of the diameter D=7.8 cm. When electric current I=1.5 A runs in this wire, what is the magnitude Bsol of the magnetic field in the center of the solenoid?: Bsol= ______ G. Let us now compare that magnetic field to the magnetic field B1 that would be produced just by a single circular...
3. a) Describe Ampere's Law for a long straight wire carrying a current, and Faraday's (5 marks) b) A circular loop of area 0.10m2, is perpendicular to a unifom magnetic field, B. The Law of induction, and Lenz's Rule for a loop of wire in a magnetic field. loop contains a resistor (i) What is the EMF across the resistor where the magnitude of the magnetic field varies with time according to B = 0.10-0.04t, with B in teslas and...