Magnitude of the Line Charge Density of a Power Line

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Homework Help Overview

The discussion revolves around understanding the magnitude of the line charge density related to a power line, with participants exploring the underlying physics concepts and mathematical relationships involved.

Discussion Character

  • Exploratory, Conceptual clarification, Mathematical reasoning

Approaches and Questions Raised

  • The original poster attempts to clarify their confusion regarding a mistake in their calculations and references their work. Some participants suggest using different expressions for voltage in relation to electric field and distance.

Discussion Status

The discussion has seen some productive exchanges, with participants offering guidance on using LaTeX for better clarity and suggesting alternative formulations for the voltage equation. The original poster has indicated they found a solution to their confusion.

Contextual Notes

There is mention of a file attachment with the original poster's work, which may contain additional context or assumptions that are not fully articulated in the thread.

frankifur
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Homework Statement
The potential difference between the surface of a 3.1 cm - diameter power line and a point 1.4 m distance is 3.9 kV.
Relevant Equations
Delta V = - E Delta r
Phi = Integral (E A) = qenc/epsilon naught
Okay so I am a little confused as to where I made a mistake. I couldn't figure out how to program Latex into this website but I attached a file with the work I did and an explanation of my thought process along the way.
 

Attachments

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    Physics Homework Help.pdf
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    Screenshot 2023-02-13 at 3.34.33 PM.png
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Welcome to PF.

frankifur said:
I couldn't figure out how to program Latex into this website
See the "LaTeX Guide" link at the lower left of the Edit window. :smile:
 
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Hello @frankifur ,
:welcome: ##\qquad## !​

frankifur said:
confused as to where I made a mistake

You want to use something better than ##\Delta V = -E\,r ##. Closer to ## dV = -E\, dr ##.

##\ ##
 
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I figured it out, thanks for the help and I appreciate how welcoming you all have been!
 
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