PHYS 1112
Chapter 20 Problems
Chapter Objectives
- Define the magnetic flux through a closed loop.
- Describe how an emf can be induced in a closed loop.
Calculate the emf due to a changing magnetic flux through a
closed loop.
- Calculate the emf that is induced in a closed loop due to motion.
- Describe how a generator works.
- Describe the role of an inductor in a d.c. circuit.
Conceptual
Questions
- A circular current loop is located in a uniform and
constant magnetic field. Describe how an emf can be induced in the
loop.
- How do magnetic storms on the Sun affect communications
here on Earth?
- A small magnet with a large magnetic field is dropped down
a piece of copper pipe. The magnet takes 4 seconds to fall 1 meter.
Why?
- If the frequency in a series RLC circuit is doubled, what
happens
to the resistance, the inductive reactance, and the capacitive
reactance?
- What is the impedance of an RLC circuit at the resonance
frequency?
- Does a wire connected to a battery emit an electromagnetic
wave?
- Will a transformer work with a d.c. current?
Problems
- A square loop 2.00 m on a side is placed in a magnetic
field of strength 0.300 T. If the field makes an angle of 50.0 degrees
with the normal to the plane of the loop, as in Figure 20.2, determine
the magnetic flux through the loop.
- A 500-turn circular-loop coil 15.0 cm in diameter is
initially aligned so that its axis is parallel to the Earth's magnetic
field. In 2.77 ms, the coil is flipped so that its axis is
perpendicular to the Earth's magnetic field. If a voltage of 0.166 V is
thereby induced in the coil, what is the value of the Earth's magnetic
field?
- Consider the arrangement shown in Figure 20.35 (slidable
bar
on rails in series with a resistor). Assume that R = 6.0 ohms and
l = 1.2 m, and that a uniform 2.5 T magnetic field is directed into
the page. At what speed should the bar be moved to produce a current
of 0.50 A in the resistor?
- A 6.0 V battery is connected in series with a resistor
and an inductor. The series circuit has a time constant of 600
microseconds, and the maximum current is 300 milliamps. What is the
value of the inductance?
Solutions
If you find an error in these, or just have a comment, send
an e-mail message to jpratte@kennesaw.edu