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What does the coupling efficiency equation? $\eta = (pf / ps) = (NA)^2$ signify where pf is the power coupled to the source ps source power.

Mumbai University > Electronics Engineering > Sem7 > Optical Fiber Communication

Marks: 5M

Year: May 2012

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  1. The coupling efficiency is defined as a measure of amount of power emitted from an optical source that can be coupled into a fiber.

    $ \therefore Coupling \ \ efficiency \ \ ɳ_c = Pfiber \ \ P_{source}$

    where $P_{fiber}$ is the power coupled into the fiber

    $P_{source}$ is the power emitted from source

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  1. The coupling efficiency also depends on the type of fiber.

  2. Many suppliers offer optical sources along with a short fiber already coupled to the source.

  3. This small section of fiber that comes along with the source is called as “flylead” or “pigtail”.

  4. case 1:

    If the source radius (rs)< fiber core radius (a) then

    $ɳ_c = \frac{P_f}{P_s} = (NA)^2$

    NA = sin $θ_a$

    $P_s$ = power emitted from the source

    $= π^2.r_s^2.B_0$

    $B_0$ is the Axial radiance

Case II:

$r_s\gta \\ \; \\ P_f =(\frac{a}{r_s} )^2.P_s .(NA)^2$

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