Electric field over a non uniform surface charge

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Homework Help Overview

The problem involves calculating the y-component of the electric field near a non-uniform surface charge located in the xz-plane, with specific values provided for the surface charge density and the electric field to the right of the origin.

Discussion Character

  • Exploratory, Assumption checking

Approaches and Questions Raised

  • Participants discuss the relationship between the electric field on either side of a surface charge and consider drawing diagrams to visualize the problem. Questions about expected outcomes and the nature of the electric field direction are raised.

Discussion Status

Participants are exploring the problem with some guidance offered regarding the use of diagrams and Gaussian surfaces. There is an acknowledgment of the expected symmetry in the electric field's magnitude on either side of the surface charge.

Contextual Notes

Participants note the presence of additional charges in the vicinity, which may influence the electric field, and there is a lack of consensus on the initial approach to solving the problem.

dpaulson
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Homework Statement


A non-uniform surface charge lies in the xz-plane. At the origin, the surface charge density is (sigma)=3.01C/m^2; other charges are present in the vicinity as well. Just to the right of the origin the y-component of the electric field is 520,000N/C. What is the y-component of the electric field just to the left of the origin. Answer must take into account direction of field (left negative, right positive).

Homework Equations


Gauss' Law, Coulomb's law, etc. I have the list of all of these, the problem is I just have no idea where to start with this.

The Attempt at a Solution


No idea what to do.
 
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This is kind of similar to a capacitor, have you studied those yet?
 
Not yet, no.
 
So you have an infinite sheet of charge. Draw a diagram that will show the electric field on both sides of that sheet. Next, determine the Gaussian surface you want to use. Finally, solve for E.

Before you start into it though, what do you expect your answer will be? What is the difference between to the right and to the left of the origin?
 
aren't the left and right sides equal in magnitude but going in opposite directions?
 
Yep, that's exactly right.
 

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