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Spot size circular fiber

The profile function of Eq. (17-8) becomes the profile function f R ) for the circular fiber, and the spot-size equations of Table 17-1 are transformed to... [Pg.370]

We substitute Eqs. (17-14) to (17-17) into Eq. (17-12a) and equate powers of e. To lowest order we recover the spot-size equation of Table 15-1, page 339, for the circular fiber, and to second order deduce that... [Pg.371]

Thus, if the spot size for the circular fiber is known, the spot sizes for the... [Pg.371]

The step profile has uniform core and cladding indices and n, respectively, separated by the elliptical interface (x/p,) + y/Pyf = 1, relative to the axes in Fig. 16-1. The spot-size equations of Eq. (17-12) are expressed in terms of the profile function for the step-profile, circular fiber. Hence df/dR = 5 R — 1), where 6 is the Dirac delta function, and, on adding and subtracting Eqs. (17-12a) and (17-12b), we find that... [Pg.372]

Once a suitable crystal has been obtained, the structure of a molecule of moderate size can often be determined in a day or so. The crystal is mounted on a glass fiber (or in a glass capillary containing an inert gas, if the substance reacts with air) and placed on a pin or spindle within the circular assembly of the x-ray diffractometer (Figure 11.50). The crystal and x-ray detector (placed on the opposite side of the crystal from the x-ray tube) rotate under computer control, while the computer records the intensities and angles of thousands of x-ray reflection spots. After computer analysis of the data, the molecular structure is printed out. [Pg.464]


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