Calculating Electric Field Between Charged Particles

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Homework Help Overview

The discussion revolves around calculating the electric field at a midpoint between two charged particles: a -8.0 microcoulomb charge and a 7.0 microcoulomb charge, which are 8.0 cm apart. Participants are exploring the implications of charge interactions and electric field calculations.

Discussion Character

  • Exploratory, Conceptual clarification, Mathematical reasoning

Approaches and Questions Raised

  • The original poster attempts to calculate the electric field using a formula involving force and charge, but questions whether to consider the contributions from each charge separately. Some participants suggest finding the electric field at the midpoint due to each charge and then adding those fields, emphasizing the importance of direction.

Discussion Status

Participants are actively engaging with the problem, with some providing clarifications on the approach to calculating the electric field. There is a recognition of the need to consider the contributions from each charge separately, and the discussion is focused on understanding the correct application of formulas.

Contextual Notes

There is an assumption that no other charges are nearby, which may influence the calculations. The original poster's calculations and the need for a test charge in the context of electric fields are also under discussion.

jena
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Hi,

My Question:

What are the magnitude and direction of the electric field at a midway between a -8.0 microcolumb and a 7.0 microcolumb charge 8.0 cm apart? Assume no other charges are nearby.

Work

[tex]E=F/q[/tex]

[tex]F=(kQ1Q2)/r^2[/tex]

F=((9.0 X 10^9 N m^2/C)(-8.0 X10^-16 C)(7.0 X10^-6C))/(.08m)^2

F=-78.75 or 78.75 N

E=(78.75N)/(1.6X10^-19C)

E=4.92 x 10^20 N/C

Is this correct or should I look at findin the electric field using Q1 and Q2 separately then adding them together to find a net elecrical field.

Thank you :smile:
 
Last edited:
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You need to find the field at the midpoint due to each charge, then add those fields. Don't forget: Direction matters.
 
Last edited:
In E=F/q , the q has to be the same *test charge* that the Force acts on!
That is, in all practical situations, the test charge q cancels.
The part of the E-field at test location t, contributed by charge Q1, is
E_1t = k Q1/(r_1t)^2 (away),
where r_1t = distance from Q1 to the test location (.04m in your case).
 
Oh... okay thanks :smile:
 

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