Optical Bit Error Rate

Chapter 2.12.8 - Fiber Birefringence

2.12.8   Fiber Birefringence

The assumption in ideal single-mode fibers is that there is no birefringence. Realistically,
however, fiber has a small residual birefringence, which in some applications
may be considerable, particularly as the span and/or the bit rate increases. The
degree of fiber birefringence is defined by

 B = nxny

where nx and ny are indices for the polarized fiber modes in the axes x and y (z is the
axis of propagation).

Fiber birefringence causes power to be exchanged between the two polarization
states in a continuous manner, changing polarization from linear, to elliptical, to circular,
and, finally, back to linear. The length of birefringent fiber over which a complete
revolution of polarization takes place is defined as beat length, which is

 LB = λ/B

For λ = 1550 nm and B ~ 10–7, LB is ~15 meters.

In coherent communications where a specific polarization at the receiver is expected,
or when polarization-sensitive components are used, birefringence may be
of concern. To minimize the effects of fiber birefringence, polarization-preserving
fibers
(PPF) may be used, which exhibit a very strong degree of birefringence (B ~
10–4). Thus, when the signal enters the PPF, the birefringence induced by the fiber
is so strong than it “overshadows” other birefringence sources.

 

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