Finding The Dielectric Constant?

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The discussion focuses on calculating the dielectric constant for materials in parallel plate systems. The initial equation presented is k=Cd/epsilonzero*A, where variables represent capacitance, distance, surface area, and permittivity. The user later simplifies the approach to k = Eoriginal/Edielectric and k = Cdielectric/Coriginal, clarifying that the distance "d" remains constant if the plates are not moved. The conversation confirms that only the dielectric constant "k" changes when a dielectric material is inserted. Overall, the thread emphasizes understanding how to measure dielectric constants effectively in parallel plate setups.
sanitykey
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Hi, I'm currently an A2 student and was wondering is it possible to find dielectric values for different materials placed within parallel plate systems. I have an idea but i think doing this is more complicated than i expect. I found the equation:

k=Cd/epsilonzero*A

d = distance between the plates
A = surface area of one of the plates
epsilonzero = 8.854*10^-12 C^2/N*m^2
C = capacitance after the dielectric is placed between the parallel plate system

The only problem is i can't think of another way to calculate the new capacitance.

<EDIT> Changed the main text body of my thread because i noticed some of the things i wrote didn't make sense.
 
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:redface: *cough*

ok i found a much simpler way to find the dielectric constant for parallel plate systems...

K = Eoriginal/Edielectric
K = Cdielectric/Coriginal

Where E=V/d

Would "d" be a constant if i didn't move the parallel plates further apart or closer together even after inserting the dielectric constant?
 
sanitykey said:
Would "d" be a constant if i didn't move the parallel plates further apart or closer together even after inserting the dielectric constant?

Yes it would. Only k would change upon insertion of the dielectric.

Claude.
 
Thanks Claude that makes things clearer. :smile:
 
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