Dispersion-compensated optical wavelength router and cascaded architectures
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first modified embodiment
FIGS. 16A and 16B illustrate the dispersion profiles of modified embodiments of wavelength router 10. In router 10, referred to hereinafter as router 1600, the optical thickness d2 of resonator 30b is selected so that resonator 30b has a free spectral range (FSR) of approximately 50 GHz and the resonance frequencies are at fc−6.25 GHz. Here fc denotes the center frequencies of the WDM channels of input signal 12 that are spaced, for example, 50 GHz apart. The FSR of resonator 30b here is defined as the period of the resonator's complex reflectivity.
The above conditions are achieved by following the equation:
d2=(m / 2)*λc+({fraction (1 / 16)}).*λc
and picking the integer m such that the equation:
d2=c / (2*FSR)
is satisfied to best approximation. Here, λc is the center wavelength of any one of the input channels within the FSR of the particular resonator 30; and c is the speed of light in a vacuum. In a particular embodiment, λ.c is the center wavelength of the center input channel wit...
second modified embodiment
the router 10, referred to hereinafter as router 1610, can be constructed by exchanging the optical thicknesses of resonators 30a and 30b. For example, router 1600 yielding the performance characteristic illustrated in FIG. 16A can have resonator 30a with optical thickness, d1=2.997824, and resonator 30b with optical thickness, d2=2.998017, as determined above. Router 1610 yielding the dispersion profile illustrated in FIG. 16B can have resonator 30a with optical thickness, d1=2.998017, and resonator 30b with optical thickness, d2=2.997824. Note that each period of the chromatic dispersion profile has a negative slope for a first range of frequencies and a positive slope for a second range of frequencies. Therefore, by exchanging the optical thicknesses of resonators 30a and 30b from router 1600 to router 1610, the chromatic dispersion profile is inverted about the center frequency along the x-axis and inverted about the zero dispersion measurement about the y-axis.
By following the...
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