E-field for infinitely long cylinder

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SUMMARY

The discussion centers on deriving the electric field equation for an infinitely long cylinder, specifically E=2*pi*rho*K*r. Participants emphasize the application of Gauss's Law and the importance of symmetry in simplifying the problem. A suggestion is made to draw a diagram and select an appropriate Gaussian surface to facilitate the calculations. The conversation highlights common pitfalls in the application of Gauss's Law, particularly in the cancellation of terms.

PREREQUISITES
  • Understanding of Gauss's Law
  • Familiarity with electric field concepts
  • Basic knowledge of cylindrical symmetry
  • Ability to perform algebraic manipulations
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  • Study the derivation of electric fields using Gauss's Law
  • Explore examples of cylindrical symmetry in electrostatics
  • Learn about Gaussian surfaces and their applications
  • Review common mistakes in applying Gauss's Law
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Physics students, electrical engineers, and anyone interested in electrostatics and the application of Gauss's Law in deriving electric field equations.

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ifthis is an infinitely long cylinder how can i derive an equation for finding the magnitude of the electric field? i have the answer which is E=2*pi*rho*K*r but i don't understand how they got it.
 

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did you try using gauss' law?... it is straight forward... draw a picture, pick a reasonable gauss' surface, and do the simple math (no need calculus)
 
Use Gauss's law and take advantage of symmetry.
 
i did but we are getting the wrong answer when we cancel things out.. that's why i was asking here.
 
Show your work and we can take a look.
 

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