Verifying Electric Field of Charged Rod

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Homework Help Overview

The discussion revolves around verifying the electric field of a charged rod, with participants examining the correctness of an equation used by the original poster. The subject area is electrostatics, specifically related to electric fields generated by charged objects.

Discussion Character

  • Conceptual clarification, Assumption checking

Approaches and Questions Raised

  • The original poster attempts to confirm the validity of an expression related to the electric field, while others question the clarity of the expression and the definitions of the variables involved. There is also a suggestion that integration may be necessary to derive the correct equation for the field.

Discussion Status

The discussion includes some participants providing guidance on the need for clarity in the expression and the potential requirement for derivation. However, there is no explicit consensus reached, as the original poster indicates a time constraint for submitting their homework.

Contextual Notes

The original poster mentions being pressed for time, indicating a deadline for homework submission, which may affect the depth of the discussion and the responses provided.

hoseA
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http://img209.imageshack.us/img209/2646/chargedrod1ew.png

I used the equation:

kq/(d(d+L))

I converted everything to meters before doing the calculations. (I'm kind of pressed for time at the moment... i'll post the actual work in 2 hours.)

I want to make sure the equation is right.
 
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1. An equation must contain an equality. What you've written is an expression. What is it an expression for ? And what do the variables represent ?

2. Have you learned integration ? If you have, I suspect you are required to derive the equation (it's just a 4-line derivation) for the field and substitute the values.

3. Assuming d is the distance to the center of the rod, that is not the equation I get for the field.
 
Gokul43201 said:
1. An equation must contain an equality. What you've written is an expression. What is it an expression for ? And what do the variables represent ?

2. Have you learned integration ? If you have, I suspect you are required to derive the equation (it's just a 4-line derivation) for the field and substitute the values.

3. Assuming d is the distance to the center of the rod, that is not the equation I get for the field.

any more hints? i have to submit my homework in 20 min. :frown:
 
Nevermind. i got it. Thanks for the help Gokul.
 

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