Since the equation is \$\frac{L_1L_2}{L_1+L_2}\$ and one of the wires has an inductance of zero , would the \$L_{eq} = 0\$?
Electronic – Would an inductor and a wire in parallel have an equivalent inductance of 0
inductanceinductor
Related Topic
- Inductance of toroidal-cylindrical inductor
- Transformer model in Power Systems VS Coupled Inductors model
- Electronic – Does mutual inductance change individual inductances
- Electrical – Total inductance of two parallel aiding inductors
- Electronic – Understanding of coupling coefficient and power transfer efficiency
Best Answer
Yes. An ideal wire has an inductance of 0, so the formula gives you an equivalent inductance of 0.
In real life, this isn't true, because every current-carrying path must make a loop of some size.