What is the self inductance of a circular loop of wire?

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SUMMARY

The self-inductance of a circular loop of wire with radius R is derived through the calculation of magnetic flux and the magnetic field at every point inside the loop. This process involves elliptic integrals, which complicate the derivation. The equation for self-inductance (L) is an approximation and can be found in specialized textbooks or older papers. For practical applications, users can refer to online tools such as those provided by EEWeb for calculating loop inductance.

PREREQUISITES
  • Understanding of electromagnetic theory
  • Familiarity with elliptic integrals
  • Knowledge of magnetic flux calculations
  • Basic proficiency in using online engineering tools
NEXT STEPS
  • Study the derivation of self-inductance in circular loops using elliptic integrals
  • Explore the use of EEWeb's loop inductance calculator
  • Research specialized textbooks on electromagnetic theory for deeper insights
  • Learn about approximations in inductance calculations and their implications
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Electrical engineers, physics students, and anyone interested in the principles of electromagnetism and inductance calculations will benefit from this discussion.

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If current I passes through a circular loop of radius R,then what will be the self inductance of that loop?
(calculating flux through the loop leads to calculating magnetic field at every point inside the loop which is an elliptic integral.)
 
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