Method of implementing frequency encoded multiplexer and demultiplexer systems using nonlinear semiconductor optical amplifiers |
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Authors: | Sisir Kumar Garai Sourangshu Mukhopadhyay |
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Institution: | aDepartment of Physics, M.U.C. Women's College, Burdwan, West Bengal 713104, India;bDepartment of Physics, The University of Burdwan, Burdwan, West Bengal 713104, India |
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Abstract: | Multiplexing and demultiplexing are the essential parts of any communication network. In case of optical multiplexing and demultiplexing the coding of the data as well as the coding of control signals are most important issues. Many encoding/decoding mechanisms have already been developed in optical communication technology. Recently frequency encoding technique has drawn some special interest to the scientific communities. The advantage of frequency encoding technique over any other techniques is that as the frequency is fundamental character of any signal so it remains unaltered in reflection, refraction, absorption, etc. during transmission of the signal and therefore the system will execute the operation with reliability. On the other hand, the switching speed of semiconductor optical amplifiers (SOA) is sufficiently high with property of best on/off contrast ratio. In our present communication we propose a method of implementing a ‘4-to-1’ multiplexer (MUX) and a ‘1-to-4’ demultiplexer (DEMUX) exploiting the switching character of nonlinear SOA with the use of frequency encoded control signals. To implement the ‘4-to-1’ MUX and ‘1-to-4’ DEMUX system, the frequency selection by multiquantum well (MQW)-grating filter-based SOA has been used for frequency routing purpose. At the same time, the polarization rotation character of SOA has also been exploited to get the desired purpose. Here the fast switching action of SOA with reliable frequency encoded control input signals, it is possible to achieve a faithful MUX/DEMUX service at tera-Hz operational speed. |
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Keywords: | Semiconductor optical amplifier Optical add-drop multiplexer Nonlinear rotation of state of polarization |
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