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Modes of light propagation

Mode Field Diameter—The diameter of the one mode of light propagating in a single-mode fiber. The mode field diameter replaces core diameter as the practical parameter in single-mode fiber. [Pg.1162]

The following equations define the requirements for the transverse-electric (TE) and the transverse-magnetic (TM) modes of light propagation, respectively ... [Pg.62]

In order to find modes of light propagation in the twisted nematic cell, we start by representing the twisted structure as a stack of uniaxial birefringent layers of thickness dz. In this stack, the optical axis rotates by... [Pg.59]

In order to find such an approximation we return for a moment to the problem of light propagation in a helical structure. In the foregoing discussion the limit of long pitches, A/p C — n, was excluded. As a matter of fact this limit was considered as early as 1911 by Maugin and was treated by de Vries also. They showed that in this regime the normal modes become linearly polarized one is... [Pg.8]

Zheleznyakov et al considered the problem of light propagation in an inhomogeneous cholesteric. They started from the normal modes corresponding to the local pitch of the helix. Spatial variations of the pitch were taken into account as couplings between the normal waves in a similar way as described above. [Pg.10]

Mode field diameter FOTP-167 Measure of the spot size of light propagating in a single-mode fiber to ensure compatibility with other fibers of similar core size as well as with end equipment. Differences in mode field diameters of two fibers being spliced together can affect splice loss. [Pg.120]

In conclusion, there are two modes of the propagation of light in the twisted nematic cell... [Pg.61]

As the mode propagates within the waveguide by total internal reflection, its exponentially decaying evanescent tail extends into both cover and substrate layers over a distance that is characterised by the penetration depth, dp. The extent to which the evanescent field penetrates the cover layer is of vital importance to the operation of evanescent-wave-based sensors. The penetration depth can be calculated from Equation (1) and is typically of the order of the wavelength of the propagating light. [Pg.197]


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Light propagation

Propagation of light

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