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Question 5 (cont.)
(c) Calculate the magnitude of the magnetic torque on the current loop.
Question 5 (cont.)
(b) What is the direction of the magnetic dipole moment?
Question 3 (cont.)
(b) Calculate the magnitude of the magnetic force on the electron.
Question 4 (cont.)
(b) Calculate the magnitude of the magnetic force on the wire.
Question 5
A circular loop (radius 0.1 m), which carries a counter-clockwise current of 3 A, lies in the x-y plane, where the +z axis is pointing towards you. There is uniform magnetic field everywhere, with magnitude 0.2 Tesla and direction +y.
(a) Calculate the magnitude of the magnetic dipole moment of the current loop.
Question 4
Figure 3 shows the circular cross section (diameter = 2 m) of a solenoid, which has 100 turns per meter and carries a clockwise current i of 3 A. The circular cross section lies in the x-y plane, where the +z axis is pointing towards you. A straight wire (length = 0.5 m) is placed entirely inside the solenoid, parallel to the y axis. The straight wire carries a current i of 2 A in the -y direction. (Hint: See the magnetic field due to a solenoid in EM Module 3.)
(a) What is the direction of the magnetic force on the wire.
Question 1 (cont.)
(b)
Question 3
Figure 2 shows the circular orbit of an electron in a uniform magnetic field of magnitude 0.2 Tesla. The orbit lies in the x-y plane, where the +z axis is pointing towards you. The electron rotates clockwise in the orbit with linear speed 2 m/s.
(a)
Question 2
A long straight wire with a square cross section carries a current of 3 A, which is distributed uniformly over the cross section. The side length of the square cross section is 0.2 m. Suppose we place a square Amperian loop (AL), with side length 0.1 m, entirely inside the wire, with the plane of the square AL perpendicular to the wire. Calculate the net current bounded/encircled by the AL.
Question 1
Figure 1 shows a circular Amperian loop (with radius r = 0.5 m), which is centered on a current-carrying, infinitely-long thin straight wire. The wire is perpendicular to the plane of the loop. At every point on the loop, there is a magnetic field with magnitude B = 0.1 Tesla.
(a)
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