Calculating Electric Field Strength between Charges

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Homework Help Overview

The discussion revolves around calculating the electric field strength between two point charges, specifically +4.0x10^-6 C and +8.0x10^-6 C, which are positioned 2.0 meters apart. Participants are exploring how to determine the field strength at a midpoint between the charges.

Discussion Character

  • Exploratory, Conceptual clarification, Mathematical reasoning

Approaches and Questions Raised

  • Participants discuss using Coulomb's law to calculate the electric field strength at the midpoint, questioning the interpretation of "field strength" versus "force." There is also a focus on the correct distance to use in the calculations, with some confusion about the application of distances in the formula.

Discussion Status

The discussion is active, with participants providing different calculations and interpretations. Some guidance has been offered regarding the need to consider the opposing forces due to the charges being positive, and there is a recognition of the need to subtract the forces to find the net effect.

Contextual Notes

There is a mention of a specific answer from a text that differs from the calculations provided by participants, indicating potential discrepancies in understanding or application of the concepts involved.

jalen
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Homework Statement



q=4.0x10^-6C, 8.0x10^-6C
d=2m

Homework Equations




Two charges of +4.0x10^-6 C and +8.0x10^-6C are placed 2.0m apart. What is the field strength halfway between them?

The Attempt at a Solution



netEa= (9.0x10^9)(4.0x10^-6C) + (9.0x10^9)(8.0x10^-6C)
(2m)^2 (2m)^2
 
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I assume by field strength, they want force, i.e. coulombs law.
Remember they want the strength at a point half way between them, half way being 1m from each of them. Use coulombs law for each charge with radius of 1m and then add the 2 forces together.

Chris
 
When you said with a radius of 1m you meant the (2m)^2 both become (1m)^2,right?

The answer in the text says 3.6x10^4N/C toward smaller charge but I got 1.08x10^5N/C if I used the(1m)^2 in my calculations...

netEa= (9.0x10^9)(4.0x10^-6C) + (9.0x10^9)(8.0x10^-6C)

(2m)^2 (2m)^2
 
Im not sure how you got that answer. 36000 is correct. Although I should correct myself by saying that you need to subtract the 2 forces because they are both positive, therefore oppose each other.

So, ((9x10^9)(4x10^-6))/1m^2 = 36000
((9x10^9)(8x10^-6))/1m^2 = 72000

The force of q2 is canceling out the force of q1. So 72000-36000 = 36000 in the direction of q1.
Make sense?

Chris
 

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