Electromagnetic Induction or Induction is a process in which a conductor is put in a particular position and magnetic field keeps varying or magnetic field is stationary and a conductor is moving. This produces a Voltage orÂ EMF (Electromotive Force) across the electrical conductor. Michael Faraday discovered Law of Induction in 1830. Let us nowÂ study theÂ Electromagnetic Induction in detail.

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## Electromagnetic induction

Suppose while shopping you go cashless andÂ your parents use cards. The shopkeeper always scans or swipes the card. Shopkeeper does not take a photo of the card or tap it.Â Why does he swipe/scan it? And how does this swiping deduct money from the card? This happens because of the â€˜**Electromagnetic Induction**â€™.

Can movingÂ objects produce electric currents? How to determine a relationship between electricity and magnetism? Can you imagine the scenario if there were no computers, no telephones, no electric lights. The experiments of FaradayÂ has led to the generation of generatorsÂ and transformers.

The induction of an electromotive force by the motion of a conductor across a magnetic field or by a change in magnetic flux in a magnetic field is called **‘Electromagnetic Induction’.**

This either happens when a conductor is set in a moving magnetic field (when utilizing AC power source) or when a conductor is always moving in a stationary magnetic field.

This law of electromagnetic induction was found by **Michael Faraday.** He organized a leading wire according to the setup given underneath, connected to a gadget to gauge the voltage over the circuit. So when a bar magnet passes through the snaking, the voltage is measured in the circuit. The importance of this is a way of producing electrical energy in a circuit by using magnetic fields and not just batteries anymore. The machines like generators,Â transformers also the motors work on the principle of electromagnetic induction.

**Browse more Topics under Magnetic Effects Of Electric Current**

## Faraday’s law of Electromagnetic Induction

Source: Electricaleasy

- First law:Â Whenever a conductor is placed in a varying magnetic field, EMF induces and this emf is called an induced emf and if the conductor is a closed circuitÂ than the induced current flows through it.
- Second law: The magnitude of the induced EMF is equalÂ to the rate of change of flux linkages.

Based on his experiments we now have Faraday’s law of electromagnetic induction according to which the amount of voltage induced in a coil is proportional to the number of turns and the changing magnetic field of the coil.

So now, the induced voltage is as follows:

**eÂ =Â NÂ Ã—Â dÎ¦dt**

where,

e is the induced voltage

N is the number of turns in the coil

Î¦ is the magnetic flux

t is the time

### Video on Electromagnetic Induction

## Lenz’s law of Electromagnetic Induction

Lenz law of electromagnetic induction states that, when an emf induces according to Faraday’s law, the polarity (direction) of that induced emf is such that it opposes the cause of its production.

According to Lenz’s law

**E = -N (dÎ¦/ dt)Â Â (volts)**

## Eddy currents

By Lenz law of electromagnetic induction, the current swirls in such a way as to create a magnetic field opposing the change. Because of the tendency of eddy currents to oppose, eddy currents cause a loss of energy. Eddy currents transform more useful forms of energy, such as kinetic energy, into heat, which isn’t generally useful. In many applications, the loss of useful energy is not particularly desirable, but there are some practical applications. Like:

- In the brakes of some trains. During braking, the brakes expose the metal wheels to a magnetic field which generates eddy currents in the wheels. The magnetic interaction between the applied field and the eddy currents slows the wheels down. The faster the wheels spin, the stronger is the effect, meaning that as the train slows the braking force is reduces, producing a smooth stopping motion.
- There are few galvanometers having a fixed core which are of nonmagnetic metallic material. When the coil oscillates, the eddy currents that generate in the core oppose the motion and bring the coil to rest.
- Induction furnace can be used to prepare alloys, by melting the metals. The eddy currents generated in the metals produce high temperature enough to melt it.

Source: Geocities

## Applications of Electromagnetic Induction

- Electromagnetic induction in AC generator
- Electrical Transformers
- Magnetic Flow Meter

**You can download Magnetic Effects of Electric Current Cheat Sheet by clicking on the download button below**

### Electromagnetic induction in AC generator

One of the important application of electromagnetic induction is the generation of alternating current.

Source: Physics365

The AC generator with an output capacity of 100 MV is a more evolved machine. As the coil rotates in a magnetic field B, the effective area of the loop is A cosÎ¸, whereÂ Î¸ is the angle between A and B. This is a method of producing a flux change is the principle of operation of a simple ac generator.Â The axis of rotation coil is perpendicular to the direction of the magnetic field. The rotation of the coil causes the magnetic flux through it to change, so an emf keeps inducing in the coil.

### Electrical Transformers

Another important application of electromagnetic induction is an electrical transformer. A transformer is a device that changes ac electric power at one voltage level to another level through the action of a magnetic field. AÂ **step-down transformer **is the one**Â **in which the voltage is higher in the primary than the secondary voltage. Whereas the one in which the secondary voltage has more turns is a **step-up transformer**. Power companies use a step transformer to boost the voltage to 100 kV, that reduces the current and minimizes the loss of power in transmission lines. On the other end, household circuits use step-down transformers to decrease the voltage to the 120 or 240 V in them.

## Solved Examples For You

Q.Â A straight wire length 0.20 m moves at a steady speed of 3.0 ms^{-1}Â at right angles to magnetic field of flux density 0.10 T. e.m.f induced across ends of wire is

- 0.5 V
- 0.06 V
- 0.05 V
- 0.04 V

Answer: 0.06 V

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