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Novel Application of Diffractive Optical Elements in Optical Systems

Dammann proposed the special type of diffraction grating which is periodic in nature together with binary phase for achieving a high splitting ratio. Later on, researchers proposed different kinds of methods for improving the performances. Dammann Gratings can be used in many areas, and in this project, we aim to expand the potential applications of employing Dammann Grating, specifically in the areas of optical communications and optical measurements.

Firstly, Fiber-to-the-Home (FTTH) is a residential communication system in which fiber goes though the user’s home. FTTH can provide much more bandwidth than Asymmetric Digital Subscriber Line (ADSL) which is one of the existing common broadband technologies. In addition, this network has the ability to provide all-round services and to become more feasible. Dammann Grating is then one of the suitable candidates in optical fiber communication.

The proposed scheme using Diffractive Optical Elements (DOE) will have great potential for fiber-to-home network when compared with other techniques such as fused fiber couplers, waveguide splitter and micro electro-mechanical systems (MEMS) which are all affected by high PDL and uniformity loss. In this project, we would discuss the optical beam splitter performance in both 1D and 2D packaged silica and POF fiber arrays.

Secondly, the Circular Dammann Grating (CDG) is a diffraction grating which produces circular beams in ring-shape at the image plane. Zhou, Zhao and Chung proposed different techniques. However, there are pros and cons. In this project, we present and analyze other novel approaches based on the concept of circular rotation, Hankel transform and non-zero order binary annulus mask of the nth order diffraction spots to achieve the same objectives as mentioned above with better results.

To conclude, we demonstrated the feasibility studies of applying Dammann Grating into PON splitter and optical measurement both theoretically and experimentally. We believe that this grating could be widely contributed in many areas.
Source: City University of Hong Kong

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