| Core geometry |
A toroidal core is ring-shaped, with a winding placed around the ring. |
Core dimensions, available winding area, and the space available in the equipment. |
The closed magnetic path generally helps contain magnetic flux and can reduce external magnetic fields compared with an open-core layout. |
| Core material |
Common choices include ferrite and distributed-gap powder materials; the material determines magnetic and loss characteristics. |
Operating frequency, core loss, saturation behavior, temperature range, and the manufacturer’s material data. |
Different materials perform differently as frequency, flux density, and temperature change. No one material is best for every design. |
| Winding |
One or more turns of insulated conductor pass around the core. The winding may use wire, foil, or another suitable conductor construction. |
Turn count, conductor cross-section, insulation, winding layout, and termination method. |
Turn count and core properties affect inductance; conductor size and construction affect resistance, current capability, and high-frequency losses. |
| Inductance |
Inductance describes the voltage induced by a changing current. For an ideal inductor, V = L × di/dt. |
Inductance at the relevant frequency, test conditions, and tolerance. |
The required inductance depends on the circuit topology and its switching frequency, ripple-current target, and control requirements. |
| Energy storage |
An ideal inductor stores magnetic energy according to E = ½ × L × I². |
Required energy at peak current and the inductance maintained under load. |
Stored energy is relevant in power-conversion applications, but the usable value is limited by core saturation and temperature rise. |
| Saturation current |
As current increases, magnetic flux density rises; near saturation, incremental inductance decreases. |
Inductance-versus-current curves, peak current, current ripple, and the specified inductance-drop criterion. |
A nominal inductance value alone does not show whether the part will maintain sufficient inductance at the circuit’s peak current. |
| Thermal current rating |
Current through the winding causes resistive heating, while core losses also generate heat during AC operation. |
RMS current, ambient temperature, cooling conditions, and the temperature-rise test conditions. |
Current ratings depend on the thermal environment and test method; they should be checked against the actual operating conditions. |
| Winding resistance |
DC resistance (DCR) is the winding’s resistance measured with direct current. |
DCR at the stated reference temperature and expected winding temperature. |
Winding conduction loss is approximately P = I² × R for DC or an appropriate RMS current calculation. |
| Frequency-dependent losses |
AC winding losses can rise with frequency because of skin and proximity effects; core losses depend on material and magnetic conditions. |
Switching frequency, waveform, ripple current, core-loss data, and impedance or loss measurements where available. |
Low DCR alone does not guarantee low total loss in a switching power circuit. |
| Magnetic coupling and EMI |
The toroidal shape provides a largely closed magnetic path, although leakage fields and coupling are not zero. |
Distance to sensitive circuitry, orientation, neighboring magnetic components, and measured conducted or radiated noise. |
Actual electromagnetic compatibility depends on the complete circuit, layout, winding, and operating waveform. |
| Selection decision |
The suitable choice is the inductor that meets the electrical, thermal, mechanical, and compliance needs of the application. |
Inductance under load, peak and RMS current, losses, temperature rise, dimensions, tolerance, and qualification requirements. |
Compare parts using the same measurement conditions and verify performance in the intended circuit rather than relying on a single headline rating. |