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Learn about the basics of electromagnetic waves and polarization, and how they are represented by electric and magnetic fields. Discover the concept of polarization in transverse waves and its applications with practical examples. Explore how polarized waves are transmitted and received, and the role of polaroid filters in controlling light polarization.
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Electromagnetic waves are made up of both a magnetic field compoonent (M) shown horizontally in this diagram and an electric field component (E) shown vertically By convention we refer to the electric field component of the wave when we talk about the orientation of the wave.
1 Sin θ θ 0
Sin θ θ This is why the term 2π is used in wave equations. The phase of any part of the wave is therefore a fraction of 2 π
π/2 Sin θ π 2π θ 2π/3
Polarization. • Polarization is a phenomenon associated with Transverse waves and not longitudinal waves. • If all the vibrations of a transverse wave are in a single plane, the wave is said to be plane-polarized. plane-polarized wave
Polarized waves heading off in the same direction Unpolarized waves heading off in the same direction
A vertically orientated transverse wave can pass through the slot below but a horizontal wave cannot. Transmitted wave Reflected wave Applies only to transverse waves
Steel grid klystron Microwaves exhibit polarization.
Polarisation of waves from a transmitter The revveiving elements on these antenae are horizontal because the radio waves from the transmitter are polarised horizontally.
A polaroid filter lets only the correctly polarised light through