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is456code1978freedownloadpdf · 30.06.2011 10:50  .Propagation of an information bearing optical signal inside an optical fiber includes three main processes: the transmission of an electrical signal to an optical fiber, the propagation of the optical signal in the optical fiber, and the detection of the optical signal at the end of the optical fiber. Propagation involves a bit-by-bit shift of the optical signal down the length of the fiber. The amount of shift is determined by the direction of polarization of the optical signal and by the orientation of the optical axis of the fiber.
Optical signal propagation can be modeled by having a wavefront represented by an initial (incoming) optical signal and a retarded (output) optical signal. The retarded signal travels the length of the fiber, eventually exiting the fiber and generating a wavefront at the far end. The strength of the optical signal (also known as “modulation depth”) is reduced as the signal propagates down the fiber because of the loss of power in the signal due to attenuation, conversion to heat, and amplification. The input and output strength of the optical signal decrease at a rate proportional to the square of the length of the fiber since the power loss per unit length is proportional to the length. In a fiber with a circular core, the power reduction in the output can be modeled by writing a function g of the input into the fiber which is analogous to the equation for sine: EQU g(z,x,y)=A.sub.0 (t)+2A.sub.1 (t)cos(.pi.x/x.sub.0)(1)
where A.sub.0 (t) is the value of the incoming signal at time t, x.sub.0 is the radius of the fiber and x, y are the coordinates of the input.
The output signal is thus a function g.sub.o (z,x,y) of the input signal g. At the far end of the fiber, g.sub.o (.pi.r.sup.2 /x.sub.0.multidot.z) is a function
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