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228 Acquisition and Tracking of GNSS Signals bias errors of the same order of magnitude, namely propagation- or clock-related ones, have to be carefully modeled. Things are totally different when dealing with carrier phase measurements, where centimeter accuracy is reachable. With this level of accuracy, some questions have to be answered. Concerning the representation, on a map for instance, of such an accurate position, one has to question the real accuracy of the map being used. Could it be possible this map has this level of accuracy or should this positioning only be considered as a sort of relative positioning with respect to the initial point located in a local reference frame Some parts of the answer are given in 2 when dealing with a geographical representation of the world. The other questions are relative to the errors to be considered in carrier phase measurement. First, let us recall brie y the major bias sources: propagation and clock biases. Of course, one now has to deal also with integer ambiguities. Furthermore, for clock biases, one should take into account both the satellite and the receiver clock biases, as the corrections broadcast by the navigation message are not precise enough to allow centimeter accuracy.26 Thus the approach of carrier phase measurements, unlike that implemented for code phase measurements, is based on physical methods that allow all possible biases to be eliminated. The rst steps of such an approach are illustrated in Figs 7.26 to 7.28, showing the so-called simple,

The value of x is solved by simply manipulating the constants A, B, and C. The quadratic formula is stated as follows:

The MAC frame format is made up of a number of elds in a speci c order. All of the frames are transmitted by the PHY layer, left to right, as most of the diagrams in this chapter will show. For these cases, the leftmost bit is transmitted rst. All of the elds within each frame are numbered in a typical computer science fashion. If you have k bits for a eld, they are indexed 0, y, k 1. If any of these elds are longer than an octet, then the elds are broken down into a lower order and a higher order bit sequence. This means that the elds cover more than one octet and are broken down this way to keep them in sequence. 13.4.1.1 General MAC Frame. The general MAC frame contains a MHR, MAC payload, and MFR. Fig. 13.11 shows the frame eld order and how many octets are reserved for each of these elds. In the gure, we observe that the MFR is composed of 2 bits for the FCS; the payload length varies; and the MHR contains the source address, source PAN ID, destination address, destination PAN ID, sequence number, and two octets for the frame control number. 13.4.1.2 Frame Control Field. The frame control eld, 16 bits in length, is the rst part of a MAC frame that is transmitted. This eld contains information about the type of frame, the addressing elds that specify other DEVs, and other control ags. The frame control eld, shown in Fig. 13.12,

In practice, only one of the three methods would be used. We know that regression analysis is the most accurate; however, because it requires time to perform the necessary arithmetic, it should probably only be used by those who are mathematically adept, or as a spot-check on the results of either of the other two methods. Alternatively, the figures can be fed into a programmed calculator or using spreadsheet software that will carry out all the necessary calculations. Multipoint graph results are fairly close to the regression analysis figures, which seems to imply that, if the graph is well drawn, we should have results accurate enough for all practical purposes. The high low method results are about 17.3 percent different from what regression analysis tells us the most correct result should be. Therefore, the high low method should be used with caution and only if the two periods selected are typical of all periods, which might be difficult to determine. Once a method has been selected, it should be applied consistently to all semivariable expenses. With reference to our Model Motel s cost figures in Exhibit 7.6, so far we have analyzed the semivariable wage cost. We need to analyze similarly the three other semivariable costs: maintenance, utilities, and office/ telephone. Let us assume we have done so using regression analysis; our completed cost analysis gives us the fixed and variable costs shown in Exhibit 7.11.

Example 2.1 Consider the EMP table shown in Figure 2.3. Let s assume that for security reasons the salary information for employees needs to be maintained in the company headquarters server, which is located in Minneapolis. To achieve this, the designer will fragment the table vertically into two fragments as follows:

bi = 1,

To link a shared asset to a destination movie by entering the identifier and URL: