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304                                                                Chapter 6



        as possible, it is a disadvantage because even small WC shape deformations or some dielectric
        or metal inclusions can transform the polarization into elliptical thereby creating the crosspol
        interfering signal. From another point of view, single WC is equivalent to two WRs since it can
        carry at once two waves of different and independent polarization at the same frequency. This
        advantage lets twofold the capacity of communication channel or double power rating. But
        nothing comes  for free, in both cases  the costly  high-precision  WC  production  becomes
        obligatory.

        It is worthwhile to point out that a WC is not so broadband in term of single mode regime as a
        rectangular one. The cut-off ratio  = 1.3 in WC while in WR  = 2. A flexible WC in Figure
        6.4.1h) is produced for the same applications as a rectangular one. Note that it is much harder
        to keep the desired polarization purity in flexible WC than in similar WR.

        6.4.5   Waveguide of Ridge Double (WRD)

        Figures 6.4.1k) and l) demonstrate a WRD and its flexible variant. It was developed to extend
        a single mode regime of conventional WR thereby making it more broadband. The cut-off ratio
        can be up to  = 4 and even higher but not very much. The main constrains are increase in
        attenuation and drop in power rating. For example, an aluminum WRD marked as WRD-270
        U36 with  = 4.35 covering the single mode frequency band 270 MHz - 970 MHz has inner
        dimensions 353.47x152 mm and wall thickness 5 mm. So WRD is certainly more compact and
        weights much less than standard WR for the same frequencies. As well, a single mode WRD
        can replace two frequency contiguous WRs thereby saving even more of space and weight.
        What is the punishment? The attenuation in the standard WRD replacing WR-2300 is about 1.8
        dB per 100 m or a 15-fold increase while the power handling drops to 4.6 MW that is a 40-fold
        descent.  Figure 6.4.6 illustrates the distribution of EM fields in WRD  (CST numerical
        simulation) and can be compared with the dominant mode in WR of Figure 6.4.3d.














          Figure 6.4.6 Illustration of a) electric and b) magnetic field configuration and intensity in
                                            WRD
        The main alteration is that the E-field and its energy   are now primarily confines inside the
                                                    
        small area of ridge gap the same way as in ordinary capacitance. Not by chance, the E- and H-
        field distributions look almost identical if we forget about the variance in their polarization:
        predominantly vertical for E-fields and horizontal for H-field. Recall (see (3.52) in Chapter 3
        and (6.7) above) that the freely propagating wave in a transmission line does not carry any
        reactive energy. If so,  =   in any cross section spot, and that is why the distribution
                                  
                             
        patterns are so similar. The visible differences can be detected only in areas close to the WRD
        metal  walls where  the  longitudinal  and tangential magnetic field component  reaches its
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