How to figure out max voltage from resistance of the material between two plates

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SUMMARY

The maximum voltage of a capacitor is determined primarily by the dielectric strength of the material between its plates, rather than the resistance. In this discussion, the dielectric strength is defined as breakdown voltage divided by thickness, with polythene cited as having a dielectric strength of 20-160 MV/m. Given the parameters of plate distance (0.35 m), area (0.5 m radius), and resistance (1 x 10^11 ohms), the focus should be on calculating the dielectric strength to ascertain the maximum voltage. The volume of the material is noted as 0.27 m³, although it is not critical for determining voltage.

PREREQUISITES
  • Understanding of capacitor fundamentals
  • Knowledge of dielectric strength and breakdown voltage
  • Familiarity with electrical resistance concepts
  • Basic geometry related to area and volume calculations
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  • Research dielectric strength calculations for various materials
  • Learn about the relationship between breakdown voltage and plate separation
  • Explore the effects of resistance on capacitor performance
  • Investigate the properties of polythene as a dielectric material
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Electrical engineers, physics students, and anyone involved in capacitor design and analysis will benefit from this discussion.

TWest
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Okay guys, I have a question and I am sure the answer is stupidly obvious but I can't seem to find a equation explaining it. I want to know the max possible voltage of the capacitor based on the distance between the plates, the Area of the plates, and the resistance of the material between the plates in ohms. if it helps the figures I was looking at were dx = .35 (m) A = .5 (m) radius and the resistance of the material between the plates is 1 * 10^11 (ohms) Which gives this material a volume of .27 (m^3)
 
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What you need to know is the dielectric strength of the material, not its resistance. This is given as breakdown voltage / thickness, so for example polythene might be 20-160MV/m.

PS. You might want to check your calculation of volume, not that it is relevant!
 

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