What Is the Capacitance of a Homemade Parallel Plate Capacitor?

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SUMMARY

The capacitance of a homemade parallel plate capacitor constructed from two sheets of aluminum foil insulated by notebook paper can be estimated using the formula C = e0 (A / d). The dimensions of standard notebook paper, 8.5 inches by 11 inches, and a thickness of 0.15 mm for the paper are crucial for calculations. The expected capacitance values range from 10^-12 to 10^-22 farads, with the most plausible estimate being around 10^-12 farads based on the dielectric properties of the materials involved.

PREREQUISITES
  • Understanding of capacitance and the formula C = e0 (A / d)
  • Familiarity with the dimensions of standard notebook paper
  • Knowledge of dielectric materials and their properties
  • Basic skills in unit conversion, particularly between inches and millimeters
NEXT STEPS
  • Research the dielectric constant of various materials to compare with notebook paper
  • Learn about the effects of plate area and separation distance on capacitance
  • Explore practical applications of capacitors in electronic circuits
  • Investigate methods for measuring capacitance using multimeters or capacitance meters
USEFUL FOR

This discussion is beneficial for physics students, electronics enthusiasts, and anyone interested in understanding the principles of capacitance and constructing simple capacitors.

Evelima
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1. Homework Statement [/b]

You make a parallel plate capacitor by using two sheets of aluminum foil, each the size of a
piece of notebook paper. The foil pieces are insulated from each other by a real piece of
notebook paper. The capacitance of this arrangment is approximatelya) 10ˆ–12

b) 10ˆ–8

c) 10ˆ–5

d) 10ˆ–22. Homework Equations [/b]

C = e0 (A / d)

3. The Attempt at a Solution [/b]

C = e0 (w x l)/d
I don't think this is what the question is asking though...
Im lost!
 
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It looks as though they want you to estimate the capacitance. So you'll need to find out the dimensions of a piece of notebook paper, whatever "notebook size" is for your part of the world.
 
Looks like you were exactly correct to me. You just need some estimated numbers. e0 is proportional to 10^-12 then you could just guess at the ratio of the area to the distance.I guessed wrong but I looked it up for notebook paper 8.5x11" and thickness is 0.15 mm.

Kind of an annoying problem though...
 

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