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Example 13.3 Using the uplink and downlink values of [C/I] determined in Examples 13.1 and 13.2, find the overall ratio [C/I]ant.

A three-element array of doubles specifying the bounding box s center in WCS coordinates. This corresponds to the sloping face s center as well. A positive value representing the wedge base s length (X-axis). A positive value representing the wedge base s width (Y-axis). A positive value representing the wedge base s height (Z-axis).

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For the uplink, [C/I] 27.53 dB gives (I/C)U 0.001766, and for the downlink, [C/I] 23.53 dB gives (I/C)D 0.004436. Combining these according to Eq. (13.5) gives I a b C ant 0.001766 0.006202 Hence c C I d

The antenna radiation pattern can be divided into three regions: the mainlobe region, the sidelobe region, and the transition region between the two. For interference calculations, the fine detail of the antenna pattern is not required, and an envelope curve is used instead. Figure 13.4 shows a sketch of the envelope pattern used by the FCC. The width of the mainlobe and transition region depend on the ratio of the antenna diameter to the operating wavelength, and Fig. 13.4 is intended to show only the general shape. The sidelobe gain function in decibels is defined for different ranges of . Specifying in degrees, the

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Figure 13.4 Earth-station antenna gain pattern used in FCC/OST R83-2, revised Nov. 30, 1984. (Courtesy of Sharp, 1984b.)

sidelobe gain function can be written as follows: 29 25 log 8 32 25 log 10 1 7 9.2 48 7 9.2 48 180

[G( )]

Important!

(13.6)

This example creates a wedge based on user input: Public Sub TestAddWedge() Dim varPick As Variant Dim dblLength As Double Dim dblWidth As Double Dim dblHeight As Double Dim dblCenter(2) As Double Dim objEnt As Acad3DSolid '' set the default viewpoint SetViewpoint '' get input from user With ThisDrawing.Utility .InitializeUserInput 1 varPick = .GetPoint(, vbCr & "Pick a base corner point: ") .InitializeUserInput 1 + 2 + 4, "" dblLength = .GetDistance(varPick, vbCr & "Enter the base X length: ") .InitializeUserInput 1 + 2 + 4, "" dblWidth = .GetDistance(varPick, vbCr & "Enter the base Y width: ") .InitializeUserInput 1 + 2 + 4, "" dblHeight = .GetDistance(varPick, vbCr & "Enter the base Z height: ") End With

For the range of satellite orbital spacings presently in use, it is this sidelobe gain function that determines the interference levels.

Example 13.4 Determine the degradation in the downlink [C/I ] ratio when satel-

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lite orbital spacing is reduced from 4 to 2 , all other factors remaining unchanged. FCC antenna characteristics may be assumed.

The [C/I]D will be degraded directly by this amount. Alternatively, from Fig. 13.4, [G (2 )] [G (4 )] 21.4 13.9 7.5 dB

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It should be noted that no simple relationship can be given for calculating the effect of reduced orbital spacing on the overall [C/I ]. The separate uplink and downlink values must be calculated and combined as described in Sec. 13.2.3. Other telecommunications authorities specify antenna characteristics that differ from the FCC specifications (see CCIR Rep. 391 3, 1978).

In the preceding section, the carrier-to-interference ratio at the receiver input is determined. However, the amount of interference reaching the detector will depend on the amount of frequency overlap between the interfering spectrum and the wanted channel passband. Two situations can arise, as shown in Fig. 13.5. In Fig. 13.5a, partial overlap of the interfering signal spectra with the wanted passband is shown. The fractional interference is given as the ratio of the shaded area to the total area under the interference spectrum curve. This is denoted by Q (Sharp, 1983) or in decibels as [Q]. Where partial overlap occurs, Q is less than unity or [Q] 0 dB. Where the interfering spectrum coincides with the wanted passband, [Q] 0 dB. Evaluation of Q usually has to be carried out by computer. The second situation, illustrated in Fig. 13.5b, is where multiple interfering carriers are present within the wanted passband, such as with single carrier per channel (SCPC) operation discussed in Sec. 14.5. Here, Q represents the sum of the interfering carrier powers within the passband, and [Q] 0 dB. In the FCC report FCC/OST R83 2 (Sharp, 1983), Q values are computed for a wide range of interfering and wanted carrier combinations.

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