Optical Bit Error Rate

Chapter - 2.13.4 Dispersion-Shifted Fiber

2.13.4   Dispersion-Shifted Fiber

The material dispersion parameter is given by:

 

Because of the nonlinear dependency of the refractive index, at some wavelength
the derivative d2[n(ω)]/2 becomes zero. The value λ0 for which M becomes zero
is known as zero-dispersion wavelength. Thus, M is positive for λ > λ0 and negative
for λ < λ0. In certain cases, the wavelength dispersion and the chromatic dispersion
within a spectral (wavelength) range may be of opposite signs and, thus, minimize
the net effect. The wavelength range over which this may take place depends on the
dispersion slope, given by

 

In general, the operating point on the dispersion curve is not at zero wavelength but
a small dispersion is desirable to minimize nonlinear interactions that result in
pulse-shape distortion and, thus, noise generation. For example, when the laser
source is expected to increase in frequency, such as due to temperature rise (a phenomenon
known as positive chirping), then the operating point is set below the zero
wavelength; that is, a small negative dispersion is desirable as it starts at the outset
with pulse compression
.

The amount of desirable dispersion is a function of data rate and modulation
method (return-to-zero versus nonreturn-to-zero). As data rate increases, the pulse
width narrows and pulse distortions are more pronounced. Similarly, a decreased
optical power density (power per cm2 of fiber core cross section) reduces the nonlinear
effects, and, thus, an increased effective area of the fiber core is also desirable.
A conventional single-mode fiber with a core diameter of about 8.3 μm and an
index of refraction variation of about 0.37% has zero dispersion at about 1.3 μm.
Below this, wavelength dispersion is negative and above it it is positive.

Dispersion-shifted fiber (DSF) is fiber with the zero-dispersion point shifted to
1550 nm (1.55 μm), that is, where the minimum absorption for silica fiber.

 

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