3094-272KS

Fixed inductors are an important element in electrical and electronic circuits. They are used to store energy in a magnetic field. They can also be used to filter out high frequencies, transform current, and change signals. The 3094-272KS fixed inductors are used in a variety of applications ranging from power supplies to communication electronic devices.

Description

The 3094-272KS fixed inductors are designed with three different shapes: axial, radial, and bobbin. The axial shape is cylindrical and the two ends extend out from the center to make connections. The radial shape has two connections that are perpendicular to one another. The bobbin shape is rectangular and has two connections at the top and two at the bottom. All of these shapes are designed to reduce size and weight in order to increase the performance of the inductor.

Applications

The 3094-272KS fixed inductors are mostly used in power supply electronic circuits. They can also be used for communication applications such as RF filtering and antenna matching and can also be used in high frequency power supply applications. They are durable and reliable in a wide range of temperatures, and can withstand surges in power up to 60A.

The inductors are also used in high frequency switching circuits, for radio frequency circuits, and other applications that require precise timing signals. Their high inductance performance maintains the signal integrity over a wide range of frequencies.

Working Principle

The 3094-272KS fixed inductors work on the principle of electromagnetic induction. When a current flows through the windings of the inductor, a magnetic field is created. This field will induce a voltage in the same winding. This induced voltage will oppose the applied current and cause a current to flow in the opposite direction.

The inductor will store energy in the form of a magnetic field. When the current is disconnected, the magnetic field will collapse and the stored energy will be released as a current. This process is known as inductive reactance. Inductive reactance will produce more current than the applied current and is determined by the inductance of the inductor.