Tutorials in Introductory Physics
Tutorials in Introductory Physics
1st Edition
ISBN: 9780130970695
Author: Peter S. Shaffer, Lillian C. McDermott
Publisher: Addison Wesley
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Chapter 23.4, Problem 2aTH

Consider an instant when the fields are non−zero at the location of the antenna.

Chapter 23.4, Problem 2aTH, Consider an instant when the fields are nonzero at the location of the antenna. On the diagram at
On the diagram at right, draw and label arrows to indicate (1) the direction of the electric field and (2) the direction of the magnetic field. Explain your reasoning. (Note: More than one answer is possible.)

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The magnetic field in the picture below is uniform and points upward. A wire is normal to the page (going into and out of the paper or computer screen you are looking on). The distance from the wire to point #2 is 1cm. When the wire carries a current, the net magnetic field at point 2 is zero. Point 1 is the same distance from the wire as point 2. Use a vector diagram to determine the net magnetic field at point 1 when the current is on. Point 3 is twice as far from the wire as point 2. Use a vector diagram to determine the net magnetic field at point 3 when the current is on.  If the magnetic field at point 3 is 1.0x10-4 T, how much current is flowing in the wire?
Look at the scenario on the bottom left. Here a bar magnet has been broken into two pieces. Make a drawing of the part of the magnetic circled in red. (1) Clearly identify the pole where the red question mark is by adding an N or S in your drawing. Then (2) draw the magnetic field lines for the bar magnet in the google drawing. Make sure to show the direction of your field lines by including arrow heads. 5
For each of the current distributions below, determine and clearly label the regions where the magnetic field points into and out of the plane of the page. All figures are planar and the wires are long, insulated from each other, and carry constant current in the direction indicated.
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