PHYSICS 489 - Week 22

PHYS 22.1 Frames of Reference
Reading: Don't Panic Vol I pp 366-375
Homework: Ch. 19: Pr 1-5; Ex 1-5
Keywords: Relative velocity, Translating frames, Rotating frames, Inertial frames, Fictitious forces.

Learning Objectives:

At the end of this session the student will be able to:
  1. transform from one coordinate system to another which differs by a translation.
  2. prove that two systems, with a relative acceleration, can not both be inertial.
  3. describe qualitatively the origin of fictitious forces in non-inertial coordinate systems.


PHYS 22.2 Sources of Magnetic Fields
Reading: Don't Panic Vol II pp 188-194
Homework: Ch. 10: Pr 1,2; Ex 1,2
Keywords: Ampere's principle, Biot-Savart law, Permeability of free space, Magnetic dipole, Gauss's law for magnetism

Learning Objectives:

At the end of this session the student will be able to:
  1. state Ampere's Principle (the Biot-Savart Law) and apply it to the following two cases:
  2. determine the B-field near a long, straight wire.
  3. determine the B-field along the axis of c current loop.
  4. sketch the B-field produced by a current carrying loop of wire and define the magnetic dipole moment of the loop.
  5. state Gauss's Law for magnetism.


PHYS 22.3 Ampere's Law
Reading: Don't Panic Vol II pp 188-202
Homework: Ch. 10: Pr 3-4; Ex 3-4
Keywords: Symmetry, Superposition, Solenoid, Toroid

Learning Objectives:

At the end of this session the student will be able to:
  1. explain the terms that appear in Ampere's Law and the limited applicability of this law in determining the B-field at a point in space.
  2. use Ampere's law to determine the B-field in cases like: * inside and outside a long straight wire of radius R carrying current I. * inside and outside a long coaxial cable carrying and returning the current I. * inside a long solenoid with n turns per unit length, radius R, and carrying current I. * inside and outside a toroid, with a core like a doughnut and wrapped with N turns of wire. This looks like a solenoid bent into a circle so its ends can be joined.