My PhD Thesis
There are three aims to this study:
I... To investigate the possibilities of computing using solitons propagating in polarisation preservation optical bres.
Using the Finite Difference Range-Kutta Technique (FDRKT), the Split-Step Fourier Transform (SSFT), the Fourier Series
Analysis Technique (FSAT), and the Fuzzy Mesh Analysis Technique (FMAT) the properties of collisions between first order
and higher order solitons are investigated by direct simulation.
II... To propose computational schemes in the 3NLS domain described by the Non-linear Schrodinger equation. To justify
the computability of the schemes proposed demonstrating their computational abilities.
III... To fully demonstrate that it is possible for oblivious systems such as the one in the 3NLS domain to perform useful
computation and to support computation universal systems under the condition of taking into account the collision envelope
and the generated solitons where appropriate.
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Download "Soliton Propagation (Direct Runge-Kutta Method)"
Download "Soliton Propagation (FMAT)"
Download "Soliton Propagation (FSAT Method)[Direct Runge-Kutta]"
Download "Soliton Propagation (FSAT Method)[MATLAB ODE]"
Download "Soliton Propagation (SSF Method)"