1210-473F

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Fixed inductors are passive components used to induce magnetic fields in an electric circuit. They are usually constructed with coils of wire wrapped around a core, but can also be constructed from ferrite or iron cores. A 1210-473F inductor is a component used in many modern electronic devices. It is a chip inductor with an SMD type package and has a flat metal core.

A 1210-473F inductor has a current rating of 1.2 Amps and a resonance frequency of 476.8 MHz. This product is designed for high frequency applications, with a size of just 12.1 mm by 7.3 mm by 3.2 mm. This tiny package has a maximum inductance of 470 nH and a maximum DC resistance of 3.3 ohms.

The 1210-473F inductor is most commonly used in RF circuits. It is suitable for high-frequency applications such as resonators, filters, oscillators, and signal shielding. It is also used in power circuits for motor control, power factor correction, and voltage regulation. In digital circuits, it is used for data transmission and for signal isolation.

The working principle of the 1210-473F inductor is based on Faraday’s law of electromagnetic induction. When a time-varying magnetic field is present, a corresponding electric field is created. The coils of the inductor create an opposing magnetic field which resists the change of the magnetic field and induces a voltage across the inductor.

The 1210-473F inductor is also used in antenna design. As it is a flat core inductor, it can be used to build microstrip antennas which are small and light-weight. It is also used in software-defined radio applications where it can be used to reduce the impact of noise and interference.

Overall, the 1210-473F inductor is an extremely versatile component that can be used for a variety of applications. It is a popular choice for high frequency circuits due to its small size and high power rating. It is also used in power and digital circuits, antenna design, and software-defined radio applications. Its working principle is based on Faraday’s law of electromagnetic induction, which explains why it is able to resist changes in the magnetic field and induce a voltage across the inductor.

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