How to find the Dielectric Strength

AI Thread Summary
To find the dielectric strength of a capacitor, the relevant formula is E = V/d, where E is the dielectric strength, V is the voltage rating, and d is the thickness of the dielectric. In this case, the voltage rating is 300V and the dielectric thickness is 0.29mm. The calculated dielectric strength is approximately 1034.48 kV/m, which is closest to the provided options. The discussion also highlights the importance of understanding capacitance calculations and suggests that similar problems may appear in exams. This approach aids in predicting future exam questions effectively.
jra_1574
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Hello, everyone!

I have a question, and i don't know how to solve it...
They ask me for the dielectric strength!
How do i find it?
 
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The full question is like this:

The square plates of a 9000pF capacitor measure 90mm by 90mm and are separated by a dielectric which is 0.29mm thick. The voltage rating of the capacitor is 300V. THe dielectric strength, in KV/m is closest to:
A. 1300
B. 930
C. 1200
D. 1100
E. 1000

To be honest i have no idea how to approach this problem.
 
for such a capacitor,the capicitance is given by

C=\frac{\epsilon_0 A}{d} where d=thickness and A=area
 
ok i did the calculation

Eo = 8.85 x10^-12
A= 8.1x10^-3
d = 2.9x10^-4


so the final answer is C = 2.4719x10^-10

Now what should i do?
 
Can u tell me where did u find the problem coz that was the same question in my exam? So that I can predict future exam qts.
 
It was actually in my exam a few years ago.. i solved the problem in class tho... i don't remember the answer, but the equation given here was very useful... :)
 
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