Fast Optical Communication Componentsee.sc.edu/personal/faculty/simin/ELCT566/23 Optical... ·...

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Fast Optical Communication Components

Transcript of Fast Optical Communication Componentsee.sc.edu/personal/faculty/simin/ELCT566/23 Optical... ·...

Page 1: Fast Optical Communication Componentsee.sc.edu/personal/faculty/simin/ELCT566/23 Optical... · 2008-12-02 · Fast Optical Communication Components. Fiber optics In optical communications,

Fast Optical Communication Components

Page 2: Fast Optical Communication Componentsee.sc.edu/personal/faculty/simin/ELCT566/23 Optical... · 2008-12-02 · Fast Optical Communication Components. Fiber optics In optical communications,

Fiber optics

In optical communications, fiber replaces copper coaxial cables used in wired networks

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Fiber optics

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Fiber optic telephone communication system

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Optical Fiber

An optical fiber is a cylindrical dielectric waveguide that transmits light along its axis, by the process of total internal reflection.

The fiber consists of a core surrounded by a cladding layer. To confine the optical signal in the core, the refractive index of the core must be greater than that of the cladding.

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Optical Fiber Numerical ApertureThe Numerical Aperture of the fiber is the sine of the maximum angle of an incident beam that can be guided in the core

2 2core cladNA n n ;= −

For example, taking ncore=1.62 and nclad=1.52, we find the NA to be .56.

The corresponding angle, Θ = arcsin(.56) = 34 deg

The “acceptance angle” = 2Θ = 68 deg

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Dispersion in optical fibers

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Optical Fiber Attenuation

For long distance communications optical sources and detectors operating at 1300 nm and 1600 nm are needed.

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Dispersion in optical fibers

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Dense Wavelength Division Multiplexing

Nortel has demonstrated 6 Tb/s 1000 km DWDM using 160 different wavelengths 40 Gb/s each

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Optoelectronic modulation

The role of modulator is to impress the information onto the optical signalfrom laser or from LED.

Modern optical communication systems require ultra-fast (10-100 Gb/s) modulation

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Direct laser current modulation

E

RB

Simplest way to impress the information onto the optical beam –direct laser current modulation

Current

Time

Optical power

TimeIdeal laser response to the

current modulation

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Direct laser current modulation issues:relaxation oscillations frequency

Laser high-frequency equivalent circuit

Electron – Photon interaction in the cavity

Laser response to a step-like bias

Electron concentration

Optical power

Threshold concentration

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Direct laser current modulation issues:Dispersion and chirp

Chirp is the shift of the laser’s center wavelength during single pulse durations

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Chirp in directly modulated laser

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Effective pulse broadening due to chirp and fiber dispersion

different levels of fiber dispersion

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External optical modulation

Signal(information)

Laser(optical carrier)

Direct modulation scheme

Modulator Channel (Fiber)

External modulation scheme

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Franz-Keldysh Effect

In strong electric field the band edges get tilted

There is a probability for the electron, which absorbed the photon with the energy less than the bandgap to transfer into the conduction band

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Quantum –confined Stark Effect:the analogous of Franz-Keldysh effect in QWs

Electron wave function compression in the

quantum well structure

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Electro-absorption in QW structure in electric field

Eabs

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MQW Electro-absorption modulator

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Electro-Optical Modulators The principle of operation is based on the linear electro-optic effect, or the Pockels effect: a change of optical refractive index in the waveguide due to application of an electric field.

Pockels effect: rij is the electro-optic coefficient

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Mach – Zehnder modulator

V

The light velocity in the waveguide: v = c/neff ;The time to travel the distance l (the length of the interferometer):

t = l/v = l neff /c;When the electric field is applied, the refractive index changes by ∆n;The travel time change:

∆t = l ∆n /cThe electric field causes the beam to delay by π if ∆t =T/2 (where T is the wave period);For the light beam, T = λ/c;T/2 = λ/(2c) = l ∆n /c;The required index change ∆nπ = λ/(2l)

l

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Mach – Zehnder modulator (continued)

V

The required index change ∆nπ = λ/(2l)For the Pockels effect, the difference between top and bottom indices:

30r ijn n r E∆ =

If the thickness is d, then E = (V/d)/2 - the applied voltage is divided between the two arms.

From this, we find the voltage Vπ needed to delay the beam by π (i.e. by λ/2)

l

( )30 2 2r ijn n r V d l/ /( )π π λ∆ = = ( )3

0ij rV d l r nπ λ=

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Mach – Zehnder interferometer:electro-optical RF modulator

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Example: Mach – Zehnder modulator Vp calculation

Vl

Interferometer waveguide is made of LiNbO3n = 2.3; rij = 10.8 *10-12 m/V;

The waveguide thickness d = 1 µmThe modulator length, l = 1mm;

The optical beam wavelength, λ = 1.3 µm

( )30ij rV d l r nπ λ=

V = 9.9 V