In this section you will draw the electric fields of several simple charge configurations. While you will be able to draw only a 2- dimensional picture, keep in mind that these problems are inherently three dimensional. For each case: 1. Draw the electric field lines. 2. Draw the Gaussian surface for the flux calculation. 3. State whether the flux is positive, negative, or zero.
In this section you will draw the electric fields of several simple charge configurations. While you will be able to draw only a 2- dimensional picture, keep in mind that these problems are inherently three dimensional. For each case: 1. Draw the electric field lines. 2. Draw the Gaussian surface for the flux calculation. 3. State whether the flux is positive, negative, or zero.
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Question
For which cases did you determine that the flux was equal to the flux in case #1?
#1: A charge +q when the surface is a sphere centered on the charge:
Transcribed Image Text:In this section you will draw the electric fields of several simple
charge configurations. While you will be able to draw only a 2-
dimensional picture, keep in mind that these problems are inherently
three dimensional. For each case:
1. Draw the electric field lines.
2. Draw the Gaussian surface for the flux calculation.
3. State whether the flux is positive, negative, or zero.
Transcribed Image Text:#6: A charge +q when an irregular surface surrounds the charge.
#7: An electric dipole made with charges +q and -q and a surface that
encloses the +q but not the -q charge.
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