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It is assumed that the free-space loss is the same for both paths. These two equations may be combined to give [C ] [I ] [EIRP]1 [EIRP]2 [GB] [GB ( )] [Y ]D

or c C d I D [E] [GB] [GB( )] [Y]D (13.3)

The AddWedge method creates a wedge with edges parallel to the WCS axes. Set 3DSolidObject = Object.AddWedge(FaceCenter, Length, Width, Height) Table 9-6 presents the AddWedge method s parameters, and Figure 9-6 shows an example of a wedge in AutoCAD.

The subscript D is used to denote downlink, and [E] is the difference in dB between the [EIRP]s of the two satellites.

We now examine how the prices of productive resources such as wages, rents, interest, and pro ts are determined in a mixed economy. Resource prices are a major determinant of money incomes and of the allocation of resources to various uses and rms. Broadly speaking, the price of a resource is determined by its market demand and supply. Firms demand resources in order to produce commodities. The demand for resources is a derived demand derived from the demand for the commodities that require the resources in production. The greater the demand for the commodity and the more productive the resource, the greater the price that rms are willing to pay for the resource.

The desired carrier [EIRP] from a satellite is 34 dBW, and the ground station receiving antenna gain is 44 dB in the desired direction and 24.47 dB toward the interfering satellite. The interfering satellite also radiates an [EIRP] of 34 dBW. The polarization discrimination is 4 dB. Determine the carrierto-interference ratio at the ground receiving antenna. From Eq. (13.3) c C I d

A result similar to Eq. (13.3) can be derived for the uplink. In this situation, however, it is desirable to work with the radiated powers and the antenna transmit gains rather than the EIRPs of the two earth stations. Equation (12.3) may be used to substitute power and gain for EIRP. Also, for the uplink, GB and GB ( ) are replaced by the satellite receive antenna gains, both of which are assumed to be given by the 3-dB contour. Denoting by [P] the difference in dB between wanted and interfering transmit powers, [GA] the boresight transmit antenna gain at A, and [GC( )] the off-axis transmit gain at C, it is left as an exercise for the reader to show that Eq. (13.3) is modified to c C d I U [P] [GA] [GC( )] [Y]U (13.4)

station C transmits at 30 dBW. The off-axis gain in the S1 direction is 24.47 dB, and the polarization discrimination is 4 dB. Calculate the [C/I] ratio on the uplink.

Interference may be considered as a form of noise, and assuming that the interference sources are statistically independent, the interference powers may be added directly to give the total interference at receiver B. The uplink and the downlink ratios are combined in exactly the same manner described in Sec. 12.10 for noise, resulting in I a b C ant I a b C U I a b C D (13.5)

Here, power ratios must be used, not decibels, and the subscript ant denotes the combined ratio at the output of station B receiving antenna.

For example, as a result of consumers demand for a nal commodity, say, shoes, rms hire labor and other resources in order to produce shoes. The greater the demand for shoes, the greater the rms demands for labor. In the absence of market imperfections (minimum wage laws, union power, etc.), the wage rate of labor is determined exclusively by the market demand and supply of labor. To derive a rm s demand for a resource, we must rst de ne the marginal revenue product (MRP). MRP measures the increase in the rm s total revenue from selling the extra product that results from employing one additional unit of the resource. If the rm is a perfect competitor in the commodity market, it can sell this extra output at the given market price for the commodity. However, as additional units of the variable resource are used together with xed resources, after a point the extra output or marginal physical product (MPP) declines because of the operation of the law of diminishing returns. Because of the declining MPP, MRP also declines.