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In addition to the sensing of a small bit line signal, another important function of the sense amplifier is writing back the full signal into the memory cell. As indicated in Figure 7.16, the sense amplifier will latch completely after a sufficient time, and the BL and BL approach VDD and 0 V, respectively, for the case of data "high." This condition, however, is not sufficient to write back a full VDD signal to the memory cell capacitor due to the threshold voltage drop through the pass transistor. The word line voltage must be "boosted" above the VDD level in order to write a full VDD signal to the memory cell. This situation is illustrated in Figure 7.17. Since the source of the pass transistor (bit line) is at VDD, the pass transistor sees an effective back bias voltage of -(IVBBI + VDD), where VRR is the normal back bias with the source at ground. For a DRAM chip with VDD = 2.5 V, VRB is usually between - 1 and - 1.5 V. Therefore, the effective back bias that the pass transistor sees can be as large as -4 V. The threshold voltage of the pass transistor with this back bias is much higher than the threshold voltage with normal VRB = -- 1.5 V, and can be around 1.2 Vor higher. The word line voltage VWL must be above the source voltage, which is VDD in this case, by at least this threshold voltage. Therefore, the required

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A variety of techniques are available for reception of the diversity signals. With selection diversity, one signal is chosen from the set of diversity branches, usually on the basis of received signal strength. With linear combining, as the name suggests, the diversity branches are simply summed together before demodulation. In the optimum method of combining, called maximal-ratio combining, the diversity branches are weighted prior to summing them, each weight being proportional to the received branch signal amplitude. The maximal-ratio combiner for the diversity channel can be considered equivalent to a discrete matched lter receiver, in the sense that it provides the optimum postdemodulation SNR for the received signal, which in this case is made up of diversity components. 8.3.1 Performance Evaluation In this section we provide an analytical framework for calculation of the error probability achieved by the use of diversity reception. The channel is assumed to be a Rayleigh fading channel, and most of the derivations are based on the use of maximalratio combining (MRC). In later chapters we describe various innovative techniques for providing diversity with different modulation methods. However, the equations used for performance calculations will be those introduced in this section. As a basis for discussing the performance improvements obtained through diversity, let us assume that we have a Rayleigh fading channel and are using diversity of order D; that is, the transmitted signal is arriving from D independent diversity branches, each equipped with a matched lter. The set of sampled signals received at one instant of time from the diversity branches, after sampling at the output of the matched lters, is given by the following vector equation: zj (T ) = ai j Es + j , 0<j D (8.3.1)

This means that the temporal correlation function (t,r ) is replaced by its expected value, which is the autocorrelation function r z z(t 5, t - 5) of the process z ( t ) .

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