Estimate its capacitance to earth

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SUMMARY

The discussion focuses on estimating the capacitance of a telephone wire with a diameter of 1mm suspended 10m above the ground. The initial approach using the formula for a cylindrical capacitor was incorrect; the correct method involves the mirroring technique to account for the wire's geometry and its proximity to Earth. Participants suggest considering two parallel wires with opposite charges to simplify the problem, maintaining the same electric field configuration.

PREREQUISITES
  • Cylindrical capacitor theory
  • Capacitance calculations
  • Electrostatics principles
  • Mirroring method in electrostatics
NEXT STEPS
  • Study the mirroring method for calculating capacitance
  • Review cylindrical capacitor formulas and their applications
  • Explore the concept of electric fields between charged conductors
  • Investigate parallel wire configurations and their capacitance
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Students in electrical engineering, physics enthusiasts, and anyone involved in capacitance calculations and electrostatics.

Ripperbat
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Homework Statement



A telephone wire of diameter 1mm is suspended 10m above the ground. Estimate its capacitance to Earth per unit length

Homework Equations





The Attempt at a Solution


I've tried to solve the problem by using the formula for a cylindrical capacitor and got the answer but apparently it was wrong. Instead it's supposed to be solved by the mirroing method. So now I'm lost. Help me please :)

Thx
 
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Ripperbat said:

Homework Statement



A telephone wire of diameter 1mm is suspended 10m above the ground. Estimate its capacitance to Earth per unit length

Homework Equations





The Attempt at a Solution


I've tried to solve the problem by using the formula for a cylindrical capacitor and got the answer but apparently it was wrong. Instead it's supposed to be solved by the mirroing method. So now I'm lost. Help me please :)

Thx


Consider two parallel 1mm thick wires a distance 20m apart with opposite charges, same electric field for the above problem. Does that make things easier? I'm not sure.
 

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