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Refracting rays fiber endface

We now determine the behavior of a ray as it passes from the source, across the fiber endface and into the core. If the refractive index Hq of the medium... [Pg.66]

The source is located in a uniform medium of refractive index Mq is assumed to be sufficiently large that it fully illuminates at least the core cross-section of the fiber endface, as is normally the case in practice. A ray from the source is incident on the endface z = 0 at Q in Fig. 4-4, and makes angle 0q with the normal QN, or axial, direction. The polar coordinates of Q on the endface are (r, (f>) relative to the x-axis. We consider only rays incident over the core a ray incident over the cladding cannot become a bound ray in the core. [Pg.67]

Fig. 4-4 Reflection and refraction of a source ray at Q on the fiber endface. Polar coordinates (r, ) define the position of Q, and the projection of the ray path onto the endface makes angle 0 with the azimuthal direction at Q. Fig. 4-4 Reflection and refraction of a source ray at Q on the fiber endface. Polar coordinates (r, <t>) define the position of Q, and the projection of the ray path onto the endface makes angle 0 with the azimuthal direction at Q.
The diffuse source of Fig. 4-3 (a) illuminates the endface of a step-profile fiber in Fig. 4-4. This source excites all tunneling and refracting rays, as well as bound rays. In order to determine the power entering the tunneling rays, we must first determine the distribution function. [Pg.157]

Fig. 8-9 Intensity pattern over the endface of a step-profile fiber, showing (a) a bright circle due to bound rays and (b) a dark band due to refracting rays, and lighter regions due to tunneling rays. Fig. 8-9 Intensity pattern over the endface of a step-profile fiber, showing (a) a bright circle due to bound rays and (b) a dark band due to refracting rays, and lighter regions due to tunneling rays.

See other pages where Refracting rays fiber endface is mentioned: [Pg.175]   
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