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This page focuses on calculating inductance for common configurations such as solenoids, toroids, and straight wires. How to Calculate Inductance. Inductance is calculated based on the geometry of the conductor and the magnetic permeability of the material within or around it. Below are the inductance formulas for each configuration along with ...
This tool is designed to calculate the inductance of a length of wire given its diameter and length. Note that self-inductance of a wire is often not measured since it is only a part of a circuit's loop. To use this calculator, just enter the diameter and length of the wire.
This tool calculates the inductance of a common object in electrical engineering: two parallel wires. To use this tool, just fill in the required fields and click on the "calculate" button. Note: Copper, which most wires are made of, have a relative permeability approximately equal to 1.
Inductance Calculator. Select the box with the geometry that you would like to calculate. The round-wire geometries are loops of wire with various shapes. The transmission line geometries are cross sections and the values calculated are the inductance per unit length.
Use the formula for self-inductance of a wire: L = (μ₀μr * π * r²) / length, where μ₀ is the permeability of free space, μr is the relative permeability of the wire material, r is the radius of the wire, and length is the total length of the wire.
This tool is designed to calculate the inductance of a coil of wire given the length of the coil, the number of turns, the loop radius, and the permeability of the core material.
The wire (cable) self inductance calculator is used to calculate the self-inductance of a wire (cable) in free space. Self-inductance is one of the parameters used in some simulations. In this tool, the required variables are length and wire diameter.
