Electric field between 2 plates

AI Thread Summary
The electric field between two charged plates is derived from Gauss's Law, resulting in the formula sigma/(2epsilon0) for each plate, which combines to sigma/epsilon0 when both plates are considered. This relationship holds true when the plates have equal and opposite charges. Understanding this derivation requires familiarity with concepts like electric flux and Coulomb's law. For those seeking clarity, resources such as Wikipedia can provide foundational knowledge on Gauss's Law. Mastery of these principles is essential for a deeper understanding of electric fields in conductive materials.
staetualex
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Why electric field between 2 charged plates is sigma(surface charge density)/(2epsilonO) permitivity of free space?
 
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You are wrong brother..
The electric field between 2 charged plated is sigma/epsilonO.. provided both the plates have equal and opposite charge..
This is proved using Gauss's Law.
If u haven't learned about this concept.. search Wikipedia or any other good book.

Cheers
 
Yeah, sorry, one plate comes with sigma/2epsilon0, another comes with sigma/2epsilon0, add them together and we get sigma/epsilon0. Anyone wants to share why is the electric field sigma/2epsilon0?
 
staetualex said:
Yeah, sorry, one plate comes with sigma/2epsilon0, another comes with sigma/2epsilon0, add them together and we get sigma/epsilon0. Anyone wants to share why is the electric field sigma/2epsilon0?

Your question is vague. Are you asking HOW one derives such an electric field for that configuration? If you are, then you already had your answer via Gauss's law. If you are asking on how to make such a derivation, then you need to make further elaboration on your academic background, i.e. have you been taught Gauss's law and how to apply it? And this needs to be done in the HW/Coursework forum.

Zz.
 
Finished high school, no college (19). I was studying Coloumb's law, electric flux and so on, and i stumbled upon that formula. Just wanted to know why the formula valid. That link, with gauss law, it may help me prove myself, just need to crunch the numbers.
 
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