optical fibers module iii

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    Fiber Optics

    Module-III

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    Optical fiber is a long thin strand of transparent dielectric

    material (glass or plastic) about the diameter of a human hair.

    Optical fiber carries electromagnetic waves of visible and

    infrared frequencies from one end to the other end of the fiber

    by means of Total Internal Reflection.

    Optical fibers are arranged in bundles called optical cables thatcan transmit large amounts of information at the speed of light.

    Introduction: Optical fiber

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    Structure of an Optical fiberPoly urethane protective jacket

    Cladding

    Core

    plastic jacketglass or plasticcladdingfiber core

    Polyurethane is a uniquematerial that offers elasticity ofrubber combined with toughnessand durability of metal

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    1) Core: It is an inner cylindrical material made up ofglass or plastic.2) Cladding: It is a cylindrical shell of glass or plastic material in whichCore is inserted.

    3) Protective Jacket: The Cladding is enclosed in polyurethane jacketand it protects the fiber from surroundings.

    NOTE: The refractive index of core is slightly greater than therefractive index of Cladding. The normal standard values are 1.48 and

    1.46 respectively.

    Optical fiber consists of three sections

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    Fiber Optic Cables

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    How Does Optical Fiber Transmit Light??

    Principle: Optical fiber works on the principle of Total internal reflection.Once light ray enters into core, it propagates by means of multiple total

    internalreflections at core-cladding interface.

    The light in a fiber-optic cable travels through the core

    (hallway) by constantly bouncing from the cladding (mirror

    lined walls), a principle called total internal reflection.

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    Because the cladding does not absorb any lightfrom the core, the light wave can travel greatdistances.

    However, some of the light signal degradeswithin the fiber, mostly due to impurities in theglass. The extent that the signal degrades

    depends on the purity of the glass and thewavelength of the transmitted light

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    Total Internal Reflection

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    ;sin

    90sinsin

    90

    sinsin

    1

    2

    0

    1

    2

    0

    21

    n

    n

    n

    n

    refractionofangleis

    incidenceofangleiswhere

    nn

    c

    c

    rc

    r

    i

    ri

    Critical Angle

    The critical angleis the angle of incidence abovewhich totalinternal reflection occurs

    From Snells law of refraction the angles of incidence and

    refraction are related to each other & to the refractive indices of

    the mediums as :

    1

    2sin

    n

    nArcc

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    Transmission of a light ray in a perfect

    optical fiber

    Any discontinuities or imperfections at the corecladding interface would probablyresult in refraction rather than total internal reflection, with the subsequent loss ofthe light ray into the cladding.

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    Core-Cladding interface

    Fiber axis

    Core n1

    Cladding n2

    A

    B

    C

    r

    i

    r

    Incident light ray n1 >n2

    Acceptance angle

    The maximum angle of incidence at the end face of anOptical fiber for which the light ray can be propagatedalong Core-Cladding interface is known as Acceptanceangle. (The Max value of for which the internal rays

    will strikes at critical angle) It is also called Acceptance cone half angle.

    i

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    )2.........(cossin

    cossin

    )90sin(sin

    90

    90

    )1....(..........sinsin

    0

    1

    10

    0

    10

    0

    0

    10

    n

    n

    nn

    nn

    ABCtriangleanglerightthefromnn

    i

    i

    i

    r

    r

    ri

    Note: n0 is the refractive index of the medium from which the light

    ray enters the fiber

    Applying Snell s law of refraction at the point of entry of the ray into the core

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    )4..(..........cos

    1sin1cos

    sin

    90sinsin

    90

    sinsin

    )3......(..........cossin

    )(

    1

    2

    2

    2

    1

    2

    1

    22

    1

    2

    0

    1

    2

    0

    21

    0

    1

    max

    n

    nn

    n

    n

    n

    n

    nn

    ri

    rnin

    refractionoflawtoaccording

    n

    n

    anglecriticalwhen

    c

    cc

    c

    c

    c

    cm

    ic

    For core-claddinginterface

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    2

    2

    2

    1

    1

    max

    2

    2

    2

    1max

    0

    1

    2

    2

    2

    1

    0

    1max

    sin

    sin

    1,

    sin

    )3()4(

    nn

    nn

    nthenairisfiberthegsurroundinmediumtheif

    nnn

    nn

    inequationsubstitute

    Which is the required expression for Acceptance Angle in

    optical fibers.

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    Acceptance cone

    Rotating the Acceptance angle about the fiber axis describesthe Acceptance Cone of the fiber.

    Light launched at the fiber end within this Acceptance Cone

    alone will be accepted and propagated to the other end of thefiber by total internal reflection.

    max

    max

    Acceptance Cone

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    Numerical Aperture

    The light gathering capacity of anoptical fiber is known as NumericalAperture and it is proportional toAcceptance Angle.

    It is numerically equal to sine ofAcceptance Angle.

    2

    2

    )(

    ))((

    sin

    sin

    1

    2

    1

    21

    211

    1

    21

    2121

    2

    2

    2

    1

    0

    2

    2

    2

    1

    max

    max

    nNA

    nNA

    nn

    nnnNA

    n

    nn

    nnnnNA

    nnNA

    n

    nn

    NA

    The ratio between the difference

    in refractive indices of Core andCladding to that of core is called thefractional change .