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Digital Electronics: Principles, Devices and Applications

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174 <strong>Digital</strong> <strong>Electronics</strong>the conducting Q 1 . When the input is at −V DD or near −V DD , Q 2 conducts <strong>and</strong> the output goes tonear-zero potential (i.e. logic ‘1’).Figure 5.57(b) shows a PMOS logic based two-input NOR gate. In the logic arrangement ofFig. 5.57(b), the output goes to logic ‘1’ state (i.e. ground potential) only when both Q 1 <strong>and</strong> Q 2 areconducting. This is possible only when both the inputs are in logic ‘0’ state. For all other possibleinput combinations, the output is in logic ‘0’ state, because, with either Q 1 or Q 2 nonconducting, theoutput is nearly −V DD through the conducting Q 3 . The circuit of Fig. 5.57(b) thus behaves like atwo-input NOR gate in positive logic. It may be mentioned here that the MOSFET being used as load[Q 1 in Fig. 5.57(a) <strong>and</strong> Q 3 in Fig. 5.57(b)] is designed so as to have an ON-resistance that is muchgreater than the total ON-resistance of the MOSFETs being used as switches [Q 2 in Fig. 5.57(a) <strong>and</strong>Q 1 <strong>and</strong> Q 2 in Fig. 5.57(b)].5.7.2 NMOS LogicThe NMOS logic family uses N-channel MOSFETS. N-channel MOS devices require a smaller chiparea per transistor compared with P-channel devices, with the result that NMOS logic offers a higherdensity. Also, owing to the greater mobility of the charge carriers in N-channel devices, the NMOSlogic family offers higher speed too. It is for this reason that most of the MOS memory devices <strong>and</strong>microprocessors employ NMOS logic or some variation of it such as VMOS, DMOS <strong>and</strong> HMOS.VMOS, DMOS <strong>and</strong> HMOS are only structural variations of NMOS, aimed at further reducing thepropagation delay. Figures 5.58(a), (b) <strong>and</strong> (c) respectively show an inverter, a two-input NOR <strong>and</strong> atwo-input NAND using NMOS logic. The logic circuits are self-explanatory.5.8 Integrated Injection Logic (I 2 L) FamilyIntegrated injection logic (I 2 L), also known as current injection logic, is well suited to implementingLSI <strong>and</strong> VLSI digital functions <strong>and</strong> is a close competitor to the NMOS logic family. Figure 5.59shows the basic I 2 L family building block, which is a multicollector bipolar transistor with a currentsource driving its base. Transistors Q 3 <strong>and</strong> Q 4 constitute current sources. The magnitude of currentdepends upon externally connected R <strong>and</strong> applied +V . This current is also known as the injectioncurrent, which gives it its name of injection logic. If input A is HIGH, the injection current throughQ 3 flows through the base-emitter junction of Q 1 . Transistor Q 1 saturates <strong>and</strong> its collector drops toa low voltage, typically 50–100 mV. When A is LOW, the injection current is swept away from thebase-emitter junction of Q 1 . Transistor Q 1 becomes open <strong>and</strong> the injection current through Q 4 saturatesQ 2 , with the result that the Q 1 collector potential equals the base-emitter saturation voltage of Q 2 ,typically 0.7 V.The speed of I 2 L family devices is a function of the injection current I <strong>and</strong> improves with increase incurrent, as a higher current allows a faster charging of capacitive loads present at bases of transistors.The programmable injection current feature is made use of in the I 2 L family of digital ICs to choosethe desired speed depending upon intended application. The logic ‘0’ level is V CE (sat.) of the drivingtransistor (Q 1 in the present case), <strong>and</strong> the logic ‘1’ level is V BE (sat.) of the driven transistor (Q 2in the present case). Typically, the logic ‘0’ <strong>and</strong> logic ‘1’ levels are 0.1 <strong>and</strong> 0.7 V respectively. Thespeed–power product of the I 2 L family is typically under 1 pJ.Multiple collectors of different transistors can be connected together to form wired logic. Figure 5.60shows one such arrangement, depicting the generation of OR <strong>and</strong> NOR outputs of two logic variablesA <strong>and</strong> B.

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