Light Waves and Polarization The Nature of Light

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Light Waves and Polarization

Light Waves and Polarization

The Nature of Light • Quantum Theory – Light consists of small particles (photons).

The Nature of Light • Quantum Theory – Light consists of small particles (photons). This theory better explains light detection and generation processes. • Wave Theory – Light travels as a transverse electromagnetic wave. This theory better explains light propagation. • Ray Theory – Light travels along a straight line and obeys laws of geometrical optics – This theory is useful when the objects are much larger than the wavelength of light (Multi Mode Fiber)

Quantum Theory of Light • Light consists of discrete units called photons. The energy

Quantum Theory of Light • Light consists of discrete units called photons. The energy in a photon h= 6. 6256 X 10(-34) J. s is the Planck’s constant and ν is the frequency. • Ex 1: Find the energy of a photon travelling with 200 THz frequency • Ex 2: Show

Wave Theory of Light • Electromagnetic light signal has electric and magnetic fields orthogonal

Wave Theory of Light • Electromagnetic light signal has electric and magnetic fields orthogonal to each other. • The frequency of this EM wave is in the order of THz. Therefore, it is convenient to measure it in terms of wavelength. • where, c - speed of light 3 X 108 m/s in air, - frequency and λ- wavelength • Ex: Find the ν when λ = 1550 nm. • Answer: 193. 5 THz ν

Wavelength Ranges

Wavelength Ranges

Plane Waves • Most Light waves are plane waves • A plane wave is

Plane Waves • Most Light waves are plane waves • A plane wave is a constant-frequency wave whose wave fronts (surfaces of constant phase) are infinite parallel planes. • The electric field vector of a plane wave may be arbitrarily divided into two perpendicular components labeled x and y (with z indicating the direction of travel).

Field distributions in plane E&M waves Electric and magnetic fields are orthogonal to each

Field distributions in plane E&M waves Electric and magnetic fields are orthogonal to each other and to the direction of propagation Z

Polarization • Polarization of a plane wave is the orientation of the oscillations of

Polarization • Polarization of a plane wave is the orientation of the oscillations of the E field; perpendicular to the direction of propagation • For a simple harmonic wave, the electric vector in orthogonal directions may have: – Different amplitude – Different phase • The resulting wave is – Linearly, elliptically or circularly polarized

Linear Polarization

Linear Polarization

Polarization Mode Dispersion (PMD) Each polarization state has a different velocity PMD

Polarization Mode Dispersion (PMD) Each polarization state has a different velocity PMD