Non-linear effect analysis model and method for optical fiber communication system
A fiber optic communication system, nonlinear effect technology, applied in transmission systems, electromagnetic wave transmission systems, electrical components, etc., can solve problems such as time waste
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specific Embodiment 1
[0085] figure 1 The structural block diagram of nonlinear effect analysis model in the optical fiber communication system that the present invention provides, as figure 1 As shown, the nonlinear effect analysis model in the optical fiber communication system provided by the present invention includes:
[0086] A parameter acquisition module 10, which utilizes the network management system of the optical fiber communication system to extract the parameters of the optical fiber communication system;
[0087] A nonlinear phase shift calculation module 20, used to obtain the size of the nonlinear phase shift in the optical fiber communication system according to the parameters extracted by the parameter acquisition module 10;
[0088] A nonlinear noise calculation module 30, used to obtain the size of the nonlinear noise in the optical fiber communication system according to the parameters extracted by the parameter acquisition module 10;
[0089] A nonlinear phase noise calcula...
specific Embodiment 2
[0111] Embodiment 2 of the present invention specifically defines the calculation formula adopted by the nonlinear phase shift calculation module.
[0112] The nonlinear phase shift calculation module uses the following formula to calculate the nonlinear phase shift of the corresponding channel according to the power, modulation rate, dispersion value and line width of the corresponding channel of the communication system:
[0113]
[0114] in, is the nonlinear phase shift of the i-th channel, γ i It is the nonlinear coefficient of the fiber of the i-th channel, and the general value is 1.1W -1 km -1 , P i (z) is the signal power of the i-th channel, z is the transmission distance of the optical fiber communication system, L 1i is the effective length of the nonlinear phase shift of the i-th channel, for the system of 10Gbaud and below, L 1i Determined by loss, generally 80km, for systems higher than 10Gbaud, L 1i is determined by the dispersion of the system, and th...
specific Embodiment 3
[0118] Embodiment 3 of the present invention specifically defines the calculation formula adopted by the nonlinear noise calculation module.
[0119] The nonlinear noise calculation module uses the following formula to calculate the nonlinear noise power of the corresponding channel according to the system parameters of the optical communication system:
[0120] P NLi =N s 1+ε n i P i 3
[0121] where P NLi is the nonlinear noise power of the i-th channel, N s is the total number of spans of the multi-span optical fiber communication system, ε is the coherence coefficient, which is a constant related to the system, and can be obtained according to some existing transmission data, η i is the nonlinear noise figure of the i-th channel, P i (z) is the power of the i-th channel. It should be noted that although in the actual system, the fiber lengths of each span may be inconsistent, but there will not be too much difference. Therefore, in a multi-span optical fiber comm...
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