Photonics and Lasers

Chapter 8 - Photonic Crystal Optics

Chapter 8

 

Photonic Crystal Optics

The conventional method for guiding light along a particular path in space is to utilize total internal reflection (TIR) so that light propagating in a higher index core reflects with 100% efficiency off the boundary with a lower index cladding. This fundamental principle underlies the operation of nearly all fiber optic and planar waveguide devices in use today. Recently, however, there has been emerging an alternative and promising paradigm for controlling the flow of light. In this new scheme, light is confined to the core not by TIR, but instead by modifying the microstructure of the cladding region so that light cannot propagate there. The cladding material is modified so that the refractive index varies periodically in space, with a repetition distance on the order of the wavelength of light. In three dimensions, the resulting microstructure can be likened to that of a crystalline solid, with regions of high index where the atoms would be, and regions of lower index in between. Because of this analogy with crystalline lattice structure, a microstructured material of this type is termed a photonic crystal.

A photonic crystal can be periodic in one, two, or three dimensions. The Bragg grating, for example, which was discussed briefly in Chapter 2, is an example of a one-dimensional (1-D) photonic crystal. We will begin this chapter by treating Bragg gratings in further detail, not only because they are quite useful in and of themselves, but also because their fundamental properties are easy to understand, and this can be used to develop an intuitive understanding of the more complex two- (2-D) and three-dimensional (3-D) photonic crystals. We then consider 2-D and 3-D photonic crystals, emphasizing their relation to simple 1-D structures, and pointing out those applications that seem most promising. Progress in constructing and utilizing 2-D and 3-D photonic crystals is proceeding at a rapid pace, and new developments will certainly need to be included in any future overview. However, the fundamental principles are now well established, and the introductory treatment given here is intended to provide an intuitive foundation for understanding future advances in this exciting field.

 

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