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Inductor definition – types of inductors

Welcome to SupremeTutorials.in, your trusted source for in-depth tutorials on essential electronics concepts. In this article, we dive into the fascinating world of inductors,types of inductors,definition of inductor, inductor definition exploring the definition of an inductor and the various types of inductors used in electrical and electronic circuits. An inductor, also known as a coil, choke, or reactor, is a passive electrical component that stores energy in a magnetic field when electric current flows through it. Inductors play a crucial role in filtering signals, energy storage, and controlling current in various applications ranging from power supplies to radio frequency circuits. Understanding the inductor definition and its operational principles is fundamental for anyone pursuing electronics. This guide will provide a clear explanation of how inductors work, their core function, and the different types available, including air-core, iron-core, and ferrite-core inductors. By the end of this article, you’ll gain a solid understanding of inductors’ structure, functionality, and diverse applications, giving you valuable insights for both practical use and academic study. Whether you’re a beginner or an experienced learner, this article will serve as a comprehensive reference for all things related to inductors.


Inductors: Definition and Function

Inductors: Definition and Function

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Inductors: Definition and Function



An inductor is a passive electrical component that stores energy in the form of a magnetic field when electric current flows through it. It resists changes in current by generating an opposing voltage (emf), a phenomenon described by Lenz’s Law. Inductors are commonly used in circuits to filter signals, store energy, and in applications such as transformers, motors, and radio-frequency devices.

Basic Structure of an Inductor

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Basic Structure of an Inductor



An inductor typically consists of a coil of wire. The more loops or turns in the coil, the greater the inductance. The inductance also depends on:

1. Core material: Air core, ferrite core, or iron core.


2. Number of turns: More turns increase the inductance.


3. Cross-sectional area of the coil: A larger area increases the inductance.


4. Length of the coil: A longer coil reduces the inductance.

Inductance (L)

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Inductance



Inductance is the property of an inductor that quantifies its ability to store energy in its magnetic field. It is measured in Henrys (H). The inductance  depends on the geometric and material properties of the inductor.

For a solenoid (a common type of inductor):

L = \mu0 \mur \frac{N^2 A}{l}

is the permeability of free space ().

is the relative permeability of the core material.

is the number of turns in the coil.

is the cross-sectional area of the coil.

is the length of the coil.

Energy Stored in an Inductor






When a current flows through an inductor, energy is stored in the magnetic field created around the coil. The energy stored  in an inductor is given by:

U = ½ LI2



Where “L” is the inductance.

is the current flowing through the inductor.


Inductor in a Circuit

1. Inductor in DC Circuits

In a direct current (DC) circuit, once the current stabilizes (i.e., becomes constant), the inductor behaves like a short circuit, as no emf is induced. However, when there is a sudden change in current, the inductor opposes the change by generating a voltage that resists the current change.

At the moment of switching on: The inductor opposes the sudden rise in current and behaves like an open circuit.

At steady state: The inductor allows DC current to flow with zero resistance (assuming an ideal inductor).

2. Inductor in AC Circuits





In alternating current (AC) circuits, inductors continuously oppose changes in current due to the varying nature of AC. The opposition to current is called reactance. The inductive reactance  in an AC circuit is given by:

XL = 2π f

f is the frequency of the AC signal.

L is the inductance of the inductor.


The voltage across the inductor leads the current by 90 degrees in an AC circuit.

Types of Inductors



1. Air-core Inductors:





No magnetic core is used (only air inside the coil).

Suitable for high-frequency applications as there is no core loss.

2. Iron-core Inductors:







An iron core is placed inside the coil to increase inductance.

Used in low-frequency applications like power transformers.


3. Ferrite-core Inductors:




Ferrite cores are used to provide high inductance with low losses at high frequencies.

Commonly used in high-frequency applications like RF circuits.

Applications of Inductors






1. Filters: Inductors are used in low-pass, high-pass, and band-pass filters to allow or block specific frequency ranges in electronic signals.


2. Transformers: Inductors in the form of coils are essential in transformers, where energy is transferred from one circuit to another via electromagnetic induction.


3. Energy Storage: Inductors store energy in their magnetic field, which is used in power supplies and converters.


4. Tuning Circuits: Inductors are used with capacitors in LC circuits to select desired frequencies in radio receivers and transmitters.


5. Chokes: Inductors are used to block high-frequency AC signals in power supply circuits while allowing DC or low-frequency signals to pass.

Series and Parallel Combinations of Inductors



1. Series Combination:





The total inductance  in a series configuration is the sum of individual inductances:

Self-Inductance and Mutual Inductance



Self-Inductance: This is the property of an inductor to induce an emf in itself when the current flowing through it changes. The self-induced emf  is given by:

{E} = -L {dI}÷{dt}

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Self inductance



Mutual Inductance: When two inductors are placed close to each other, a change in current in one inductor can induce an emf in the other. The mutual inductance  is the measure of this effect, and the induced emf  in the second inductor is given by:

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Mutual Inductance
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Mutual Inductance




{E2} = -M {dI1}÷{dt}

Quality Factor (Q) of an Inductor



Quality Factor (Q) of an Inductor

The quality factor  of an inductor is a dimensionless parameter that indicates the efficiency of the inductor in terms of energy losses. It is given by:

Q = {omega {ω L}÷{R}

Where ω omega is the angular frequency.

L is the inductance.

R is the resistance of the inductor.


Higher  indicates a lower energy loss and a more efficient inductor.




Inductors play a critical role in both power and signal processing applications, thanks to their ability to oppose sudden changes in current, store energy, and work in tuning and filtering applications. Let me know if you need more details on any specific aspect of inductors!


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