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Easily tunable nonlinear optical loop mirror based on polarization asymmetry

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Abstract

The operation of an unconventional, power-symmetric nonlinear optical loop mirror (NOLM) is investigated. Its principle is based on the creation of a polarization asymmetry between the counterpropagating beams, through the use of a quarter-wave plate and highly twisted fiber in the loop. Using a very intuitive approach, we propose a simple although comprehensive description of the NOLM operation. By adjusting the angle of the quarter-wave plate, the interferometer can be tuned continuously from non-power-dependent operation to nonlinear switching, in a very convenient way. Experimental results confirm theoretical predictions. The properties of the proposed NOLM design make it very attractive for various applications, like pedestal suppression and amplitude regularization of optical pulse trains.

©2004 Optical Society of America

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Figures (4)

Fig. 1.
Fig. 1. Schematic representation of the polarization evolution in the NOLM under study, for circular input polarization. The z axis corresponds to the propagation direction. The effect of the twist-induced optical activity of the loop was not represented. Solid lines correspond to the initial position of the QWP (α=0), and dotted lines to the QWP rotated by an angle α.
Fig. 2.
Fig. 2. Experimental setup.
Fig. 3.
Fig. 3. Linear NOLM transmission versus quarter-wave plate angle α*. Circles: measured data; Solid line: sinusoidal fit.
Fig. 4.
Fig. 4. NOLM transmission versus input power, for α*=0.92 (a), 1.35 (b), 1.88 (c), and 2.36 (d). Circles: measured data; Solid line: best fit.

Equations (3)

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z C + = i β P ( C + 2 + 2 C - 2 ) C + ;
z C - = i β P ( C - 2 + 2 C + 2 ) C - ,
T ( P in , α ) = P out P in = 1 2 1 4 [ cos ( π P in P π ) + cos ( π P in P π + 4 α ) ] .
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