Calculating Force of 5 MicroC Point Charge at (0, 0, 5) | Step-by-Step Guide

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Homework Help Overview

The problem involves calculating the force on a 5 microC point charge located at (0, 0, 5) due to five identical 15 microC point charges positioned at the center and corners of a square defined by the coordinates -1 < x < 1, -1 < y < 1, z = 0. Participants express confusion regarding the calculation of distances and the setup of the problem.

Discussion Character

  • Exploratory, Assumption checking, Problem interpretation

Approaches and Questions Raised

  • Participants discuss calculating distances geometrically and suggest numerical methods for determining forces. Some express uncertainty about using integration methods for a small number of point charges and question how to interpret the variable boundaries of the square.

Discussion Status

There is ongoing dialogue about the correct interpretation of the problem setup and the coordinates of the charges. Some participants have provided hints and guidance on how to approach the distance calculations, while others are still seeking clarity on specific aspects of the problem.

Contextual Notes

Participants note the ambiguity in understanding the coordinates of the corners of the square and the implications of the defined ranges for x and y. There is also mention of the need to visualize the problem through drawing the axes and square.

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Find the force ...Urgent!

1. Homework Statement [/b]

5 identical 15 microC point charges are located at the center and corners of a square which defined by -1 < x < 1, -1 < y < 1, z = 0.

Find the force on the 5 microC point charge at (0, 0, 5).



Stuck and Cannot Solve. Please Help !

How to calculate the distance ? i used the formula F=[(Q1)(Q2)(r-r1)(k)]/[([tex]\sqrt{r-r1}[/tex])^3]+...but i don't know what is the r for the coordinate since it = -1 < x < 1, -1 < y < 1, z = 0.

r=(x,y,z)...Sorry for my English
 
Last edited:
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Calculate the distances (geometrically) from the 6th particle to the others, then calculate numerically each force and finally add them all.
In general, try first with the distances, then the potential at (x,y,z), and finally the force.
 


Obama_US said:
Stuck and Cannot Solve. Please Help !

Tried Integrations Method...Any tips?

Please Help...I really cannot do !
Please show how far you got and which point you are stuck at.

Hint: You do not use any kind of integration method for a small number of point charges. Replace your integral with a vector sum.
 


Gokul43201 said:
Please show how far you got and which point you are stuck at.

Hint: You do not use any kind of integration method for a small number of point charges. Replace your integral with a vector sum.
this part "defined by -1 < x < 1, -1 < y < 1, z = 0." i cannot understand...the data is in variable...so how should i know what is the distance? cause it possible to be any value such as 0,0.1 and etc

Thanks for helping ...I just wanted to know use what method to solve
 
Last edited:
Read the question carefully.

1. There are 5 point charges.
2. They are located in the (4) corners and (1) center of a square.
3. The square is defined by the region: x in the interval (-1,1), y in the interval (-1,1), z=0

First draw the x-y axes and draw the square that is described above. What are the co-ordinates of the corners and center of this square?
 
sorry i really don't get it...the co-ordinates of the center should be (0,0,0) but the corners co-ordinates i not sure cause it got range from -1 to 1...

correct me if i wrong

Thanks for helping again
 
The upper left corner is at (-1,1,0).
The upper right corner is at (1,1,0).
The first two numbers are like coordinates on graph paper.
 
i already solved this problem...thanks everyone who helping me
 

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