Brillouin dynamic gratings in optical fibres for distributed sensing and advanced optical signal processing

is thesis presents results of a research on applications of Brillouin dynamic gratings – distributed reflectors that can be dynamically created in an optical fibre by two optical waves. A basic theory of stimulated Brillouin scattering (SBS) is introduced, on a level enough for understanding the processes that govern SBS. Amajor part of this thesis is dedicated to studies of distributedBrillouin sensors based on phase correlation. First, the concept of correlation-based sensors is introduced; it is described how the Brillouin interaction between two waves can be localised, creating a permanent reflector confined to a millimetre-scale section of the fibre. is allows creating a distributed sensing system with very a high spatial resolution. A detailed theoretical model for the phase-correlation technique is presented, showing how the gain response of a system can be calculated and how the system’s resolution can be determined. For an ideal case an analytical solution is derived, while for real experimental conditions the expected behaviour is found via numerical simulation. Results of numerical modelling are compared with experimentally obtained data, showing a good agreement. A spatial resolution of 1 cm is demonstrated over a 200m distance, representing 20 000 separate points. e concept of time gating is introduced, extending the measurement distance from 200m to 17.5 km while retaining a sub-centimetre spatial resolution. is technique allows for a two order ofmagnitude increase in the number of points that a system is capable to resolve. An absolute record for distributed fibre sensors is achieved, demonstrating a system capable to resolve 2 100 000 separate points. Limitations for a further increase in number of points are discussed as well as possible ways to overcome them. An issue related to the temperature dependency of the refractive index is discussed in details, since it can lead to significant errors in spatial accuracy. An algorithm is presented, capable of using the measured temperature to account for the change in the refractive index and correctly determine the positioning of measured data. In the last chapter potential applications of Bragg dynamic gratings in signal processing are investigated. A theoretical model of BDG’s in polarisation-maintaining fibres is presented capable of calculating reflection of a probe wave – continuous or pulsed. e model includes the case of non-uniform birefringence along the fibre.