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An analysis and comparison of antenna beam switching and phased adaptive arrays will be found in Zaharov (2001) 1410 Code-Division Multiple Access With CDMA the individual carriers may be present simultaneously within the same rf bandwidth, but each carrier carries a unique code waveform (in addition to the information signal) that allows it to be separated from all the others at the receiver The carrier is modulated in the normal way by the information waveform and then is further modulated by the code waveform to spread the spectrum over the available rf bandwidth Many of the key properties of CDMA rely on this spectrum spreading, and the systems employing CDMA are also known as spread-spectrum multiple access (SSMA) Care must be taken not to confuse the SS here with that for satellite switched (SS/TDMA) used in the Sec 149.

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ExprN (or srt row if ExprN is not given). The elements in a row must be the same data type, but the elements in a column can be of different data types. This can be helpful in creating databases, where the elements in a column are the different elds of the database and each column is a record.

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CDMA can be used with analog and digital signals (see Dixon, 1984), but only digital systems will be described here For illustration purposes, a polar non-return-to-zero (NRZ) waveform denoted by p(t) (see Fig 102) will be used for the information signal, and BPSK modulation (see Sec 1061) will be assumed The code waveform c(t) is also a polar NRZ signal, as sketched in Fig 1432 What would be called bits in an information waveform are called chips for the code waveform, and in most practical systems the chip rate is much greater than the information bit rate The pulses (chips) in the code waveform vary randomly between V and V The randomness is an essential feature of spread-spectrum systems, and more will be said about this shortly.

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data a; Sam , Ted , Pam , Tom //names data a;45 ,55 ,20 ,10 //ages data a;30045,30067,30045,20022 //zip codes dim b[3,4] //make a 2-d array to hold data mcopy a,b //copy the data into it msort b //sort data by name //a subroutine to display the data in a good format gosub print_data msort b,2 //sort data by zipcode gosub print_data msort b,1 //sort data by age gosub print_data msort b,0 //sort data by name again gosub print_data

The code signal may be applied as modulation in exactly the same way as the information signal so that the BPSK signal carries both the information signal p(t) and the code signal c(t) This method is referred to as direct-sequence spread spectrum (DS/SS) Other techniques are also used to spread the spectrum, such as frequency hopping, but the discussion here will be limited to the DS/SS method..

32.7 Sketch and nd the area of: (a) the region to the left of the parabola x = 2y2 , to the right of the y-axis, and between y = 1 and y = 3; (b) the region above the line y = 3x 2, in the rst quadrant, and below the line y = 4; (c) the region between the curve y = x 3 and the lines y = x and y = 1. 32.8 Sketch the following regions and nd their areas: (a) The region between the curves y = x 2 and y = x 3. (b) The region between the parabola y = 4x 2 and the line y = 6x 2. (c) The region between the curves y = x, y = 1 and x = 4. (d) The region under the curve x + y = 1 and in the rst quadrant. (e) The region between the curves y = sin x, y = cos x, x = 0, and x = /4. (f) The region between the parabola x = y2 and the line y = x + 6.

In Fig. 14.33, p(t) is an NRZ binary information signal, and c(t) is a NRZ binary code signal. These two signals form the inputs to a multiplier (balanced modulator), the output of which is proportional to the product p(t)c(t). This product signal is applied to a second balanced modulator, the output of which is a BPSK signal at the carrier frequency. For clarity, it is assumed that the carrier is the uplink frequency, and hence the uplink carrier is described by eU(t) c(t)p(t) cos

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