ABSTRACT
Bandwidth requirements double up every three years. The main amount of this traffic is carried out by optical networks which form the backbone of communication systems. Accordingly, the optical fiber is the most efficient communication channel since it provides large bandwidth - 5 THz for C-band and more than 20 THz if S and L-bands are loaded - and due to its low loss the data can be transmitted over thousands of kilometers without regeneration. Nevertheless, to achieve such enormous capacity in the field not only requires sophisticated technology but also precise theoretical study. Using analytical models we can easily calculate system performance and optimize any of the physical layer parameters depending on what is required each time. Regarding coherent optical systems the amplified spontaneous emission (ASE) noise and four wave mixing (FWM) are the main effects that degrade system performance. Assuming that both ASE noise and FWM crosstalk give Gaussian characteristics to the signal after optical transmission, we can easily calculate BER by simply adding their powers. In this paper, using a recently introduced analytical model we provide simple rules to optimize channel power, system capacity, system length and amplifier placement in order not only to maximize system throughput but also to minimize optical components such as optical amplifiers given a target performance.
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Index Terms
- Optimizing power, capacity, transmission reach and amplifier placement in coherent optical systems using a physical layer model
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