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Learning Introductory Physics with Activities

Section 21.7 Electric Field Lines

Analogy with Gravity.

The field of a negative point charge and a negative point mass have identical shape, but differ in the numerical value associated with the field (the magnitude of the electric force is much, much larger than that of the gravitational force).
Using the shape of the field from a single point charge, and vector superposition, you can infer the electric field from other charge distributions. Some common geometries of charge you will consider are those of lines of charge, cylinders, cylindrical shells, circles, spheres, spherical shells, sheets, and solid rectangles. Now might be a good time to review how to calculate basic geometric quantities such as circumference, surface area, and volumes of these common geometries.

Subsubsection Activities

Activity 21.7.1. Field Lines.

Using the shape of the field from a single point charge, and vector superposition, sketch the shape of the following charge geometries:
  1. An electric dipole.
  2. A one dimensional line of positive charge.
  3. A sphere of negative charge.
  4. A hollow sphere of positive charge.

Activity 21.7.2. Field Line Simulation.

Use this electric field simulation to help you understand the shape electric field lines take around various charges or charge distributions. Do the electric field lines you sketched previously agree with the simulation?