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arrays, both in the absence of shadow fading, and in thepresence of 05 Hz and 10 Hz frequency shadow fading exhibiting a standard deviation of 3 dB The adaptive beamforming algorithm used was the Sample Matrix Inversion (SMI) algorithm, as described in 3 and used in the FDMARDMA network simulations of 4 The specific adaptive beamforming implementation used in the CDMA based network was identical to that used in the F D M M D M A network simulations Briefly, one of the eight possible 8-bit BPSK reference signals was used to identify the desired user, and the remaining interfering users were assigned the other seven 8-bit reference signals The received signal s autocorrelation matrix was then calculated, and from the knowledge of the desired user s reference signal, the receiver s optimal antenna array weights were determined with the aid of the SMI algorithm.

Cascaded Noise Figure By providing enough gain in the rst LNA, the noise gure of subsequent components such as ampli ers and mixers will have a negligible effect on the noise gure of the total system. The reason for this is shown graphically in Figure 23.2 and by numerical calculation in Figure 23.3. Figure 23.2 shows the RF signal and the noise as it passes through the rst LNA to the input of the second. The line at the bottom of the chart marked noise oor is the kTB noise, which is at the input of every component in the equipment. The effective noise at the input to the rst ampli er is the noise oor plus the noise gure of the rst

The reader is referred to Section 461 for furtherdetails Since this implementation of the algorithm only calculated the receiver s antenna array weights, ie the antenna arrays weights used by the base station in the uplink, these weights may not be suitable for use in the downlink, when independent upfdownlink shadow fading is experienced Hence, further investigations were conducted, where the uplink and downlink channels were identical, in order todetermine the potentialperformance gain that may be achieved by separatelycalculating the antenna array weights to be used in the downlink The antenna array weights were re-calculated for every power control step, ie l 5 times per UTRA data frame, due to the potential significant changes in terms of the desired signal and interferencepowers that may occur during one UTRA frame as a result of thepossible 15 dB change in power transmitted by each user Figure 5.

13292 Cell Identification in the TDD Mode The procedureof cell identification in the TDD mode is somewhat different from that in D D mode In the TDD mode, a combination of three 256-chip SSCs out of 16 unique SSCs are used to identify one of 32 SSC code groups allocated to that cell Each code group contains fourdifferent scrambling codes and four corresponding long Type 1 burst) and short (for Type 2 burst) basic midamble codes, (for which were introduced in the context of Figure 127 Each code group also associated with is a specific time offset, t o f f s e t The three SSCs, C:, c:, and c:, are transmitted in parallel with the PSC, c p , at a time offset t o f f s emeasured from the start of a time-slot, as shown t in Figure 141.

41 shows the significant reduction in the probability of a dropped call, ie the probability of forced termination PFT,achieved by employing adaptive antenna arrays in a.

ro r + j Cout rc ro + ro 1 + j Cout rc ro, = c 1 + j Cout ro 1 + j Cout ro 1 + j Cout ro 1 + j Cout rc ro 1 + j Cout ro , 1 + j Cout rc Rc + ro 1 + j Cout ro Rc

Media pools can be organized into hierarchies, or nests. In other words, you can create media pools that hold several other media pools. An application can then use the root media pool

Similarly to the FDD mode, the PSC is based on a so-called generalised hierarchical Golay sequence [ l 181, which is common to all the cells in the system Initial cell identification and synchronisation the TDD mode can be carried out in three basic in also steps Step 1: The MS uses the 256-chip PSC of Figure 141 to perform cross-correlation with all the received PSC of the BSs in its vicinity The BS associated with the highest correlator output is then chosen, which constitutes the best cell site exhibiting the lowest path-loss Slot synchronisation is also achieved in this step If only one time-slot per frame is used to transmit the SCH as outlined in the context of Figure 127, then frame synchronisation also is achieved.

(tem,e tem,h)1/2

= A E{rla} = AE{Sa+n}