Inductance for an arbitrary shape coil composed of single loops

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SUMMARY

The discussion focuses on estimating the inductance of an arbitrarily shaped coil composed of multiple single loops, specifically a sandglass-shaped coil. It is established that the inductance of a single loop is well-known, and to calculate the total inductance of the composite coil, one must sum the self-inductances of the individual loops while also considering the mutual inductance between each pair of loops. This approach ensures an accurate representation of the coil's inductive properties.

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eastblue
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Dear all,

I would like to estimate the inductance of a rather arbitrarily shaped coil composed of multiple single loops. For example, I am wondering about the inductance of sandglass like coil which has many turns at the edge and less in the middle.

The inductance of a single loop seems to be well-known. How can I find out the inductance of a coil composed of these single loops? Would it be just a simple sum of them? Do I need to consider the mutual inductance between single loops as well?

Thank you in advance.
 
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You add self-inductances (assuming the coils are in series) and, yes, then take into account the mutual inductances between every pair of coils.
 

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