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The sum on the right side can be identified as a circular convolution of the sequences x(n)Wp$, and W;;', that is
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DNS servers may function on their own to resolve names or branch one under the other to form a DNS hierarchy or tree (common in many large organizations with many divisions). This host name distribution is formed from a top-down (visualize it more as an upside-down tree) tree structure for host names (see Figure 5.3). The top of the tree is the root, and the tree may have branches, which in turn have leaves. Typically, a single DNS server will represent a different domain.
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A wide variety of semiconductor materials exists with bandgaps larger than the gap of Si (1.12 eV at room temperature). However, for a broad application in siliconbased circuits the compatibility with silk on technology should be considered where group IV materials would be preferred The search for appropriate group IV materials follows two different routes. One route relies on single crystalline materials. The bandgap (Table 2.7) of the diamond lattice group IV materials decreases with increasing atomic number. Diamond (C) and SiC would be wide-bandgap candidates from Table 2.7. The 13-SiC has indeed found much attention as a wide-bandgap emitter material for silicon based transistors. 34 Problems connected with the crystalline 13-SiC/Si heterointerface include high growth temperatures for SiC, the large lattice mismatch (SiC lattice constant ao =0.436 nm is much smaller than the Si lattice constant a0 - 0.543 nm), and a type I band offset. A type I band offset results in an electron energy spike at the interface for the n/p+ j functions of an HBT. Usually, this spike is avoided by a gradual transition, which is -lot possible in the SiC/Si system. The other route utilizes the bandgap modulation with phase changes (hydrogenated amorphous silicon a-Si:H) or with strong localizatlon-quantization (microcrystalline silicon ja-Si). The heterophase boundary (a-Si/Si or g-Si/Si) can be used for the HBTs
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Practical Power Control. Our earlier discussion presented an ideal situation, which can be approached as a practical matter when power control is used on the link from a mobile station to a base station (usually termed the uplink ). Power control is an essential function in any DS-CDMA system serving mobile users, because of the near far problem. On the uplink each signal is received with a different amount of path loss, due to (1) variations in distances of the mobiles from the base site and (2) the statistical variability of the path loss. Therefore, if all the mobiles transmit with the same signal power, their signals will arrive at the base station with widely different power levels. As a result, a few mobile stations whose signals arrive with much less path loss than the other stations will overpower the remaining mobiles. This is readily seen from Eq. (10.5.1), which is written for the case where all signals arrive with equal power Eb Rb . Example 10.23: Nonideal Power Control If one user s signal arrives with a power level 10 dB higher than the others, the interference from this user is equivalent to the interference of 10 other users. Therefore, the number of simultaneous users the system is able to support is reduced by nine. The SINR for this user, however, is 10 dB higher than for the others. In principle, it is feasible to design a CDMA system in such a way that user channels with different SINR requirements are overlaid (e.g., to provide for simultaneous operation of different types of services having different BER requirements). This might be done by controlling the power to different levels on different user channels. The solution to this problem is to control the power transmitted by each mobile station so that the same power level is received at the base station from each mobile. This requires that the base station provide continuous feedback to each mobile station so that the mobile can adjust its power level dynamically. In a practical mobile communication system, it may be necessary to be able to adjust power levels over a range as wide as 80 dB. Any practical power control algorithm has a limit on the range of signal variations that it can accommodate. Furthermore, the power-level adjustments are performed in discrete steps, and in the case of mobile and cellular systems, the speed of adjustment might not be adequate for all vehicular speeds. As a result, the power is not perfectly controlled and we can model the deviation from the ideal control signal as a random variable. The lognormal distribution is a natural model for smaller variations in the received power, measured in decibels. In the digital cellular industry a lognormal distribution has been used for this purpose and the modeling results have shown close agreement with the results of measurements [Gil91, Vit93, Pad94]. To calculate the allowable number of CDMA users by the approach that we outlined, we need to determine the required SINR averaged over the lognormal fading distribution. This approach involves integration of the error-rate functions (either exponential or erfc) with respect to the lognormal distribution, which is not analytically feasible.
The upper bound is reached for those H that place all their mass outside of the interval [-lc, k ] . The estimate defined by (4.9) is the maximum likelihood estimate for a density of the form fo(z) = Ce-P("). In particular, if we adjust k in (4.13) such that C = (1 which means that k and E are connected through
Statistical Time Division Multiplexing (STDM) is much improved over TDM because the muxes are intelligent. STDMs, or Stat muxes, offer the advantage of dynamic allocation of available channels and raw bandwidth. In other words, STDM can allocate bandwidth, in the form of time slots, in consideration of the transmission requirements of individual devices serving speci c applications (Figure 1.13). An STDM also can oversubscribe a trunk, supporting aggregate port speeds that may be in the range of 3 10 times the trunk speed by buffering data during periods of high activity. Further, an intelligent STDM can dynamically adapt to the changing
The LAPDs at the ends of a point-to-point data link connection can send and receive the following supervision frames: RR (Receive Ready) is sent by a LAPD to indicate that it is ready to receive I frames. RNR (Receive Not Ready) is sent by LAPD to indicate that it is not able to receive I frames but will process received supervision frames. REJ (Reject) indicates that the sending LAPD has rejected a received I frame. A supervision action can originate at either end of the connection. Figure 10.2-4 shows a few examples and illustrates the use of the C/R, P, and F bits. LAPD-T and LAPD-E denote the data link layer functions at the terminal and the network side of the connection.
FIGURE 8.15 Using the Transform Curve and Tangent to Curve options
5. Turn the camera on. 6. Turn the television on and select
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Figure 5.1.7 Calculated internal X-ray intensity distribution in Cu/Ag/Au thin lm. (a) Three-dimensional representation. (b) Depth pro le for 7, 8, 9 and 10 mrad incidence. (Reprinted from Sakurai and lida,44 Figures 5 and 6, with permission from Kluwer Academic/Plenum publisher)
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