1 August 2007 Effect of second-order polarization mode dispersion on the performance of polarization mode dispersion emulators
Author Affiliations +
Optical Engineering, 46(8), 085006 (2007). doi:10.1117/1.2772246
We analyze the performance of multisection fiber polarization mode dispersion (PMD) emulators based on random fiber sectioning and ordered sectioning, with the inclusion of second-order PMD in individual sections. Numerical simulations show that this inclusion leads to (1) an asymmetry in the autocorrelation function (ACF) that increases with the magnitude of second-order PMD and whose form depends on the sign of the second-order term, and (2) a shift in the probability distribution functions of the differential group delay (DGD), and hence the mean DGD, with frequency that are undesirable. This behavior is found to be similar for both types of sectioning and has negligible effect on their corresponding background autocorrelation. This analysis leads to the requirement of suitable design parameters of fibers for which the second-order PMD in individual sections is minimized so that the desired ACF of the fabricated PMD emulator is symmetric and the mean DGD is the same at all frequencies.
Deepak Gupta, Arun Kumar, Krishna Thyagarajan, "Effect of second-order polarization mode dispersion on the performance of polarization mode dispersion emulators," Optical Engineering 46(8), 085006 (1 August 2007). http://dx.doi.org/10.1117/1.2772246


Picosecond phenomena

Optical engineering

Numerical simulations


Analytical research

Polarization maintaining fibers


Stable polymer chromophore systems for nonlinear optics
Proceedings of SPIE (February 06 1997)
Applications Of Fiber Optics To Computer Systems
Proceedings of SPIE (January 14 1982)
Accelerated static fatigue behavior of optical glass fibers
Proceedings of SPIE (November 18 1993)
Last-mile alternatives: the case for fixed wireless
Proceedings of SPIE (October 18 2001)
40 GHz and 160 GHz mode locked quantum dot laser...
Proceedings of SPIE (April 27 2010)

Back to Top