Digital electronics 2: sequential and arithmetic logic by Tertulien Ndjountche

By Tertulien Ndjountche

As digital units develop into more and more regular in lifestyle, electronic circuits have gotten much more complicated and smaller in measurement. This booklet offers the elemental ideas of electronic electronics in an obtainable demeanour, permitting the reader to understand the rules of combinational and sequential good judgment and the underlying strategies for the research and layout of electronic circuits. delivering a hands-on process, this paintings introduces strategies and techniques for developing common sense equations and designing and studying electronic circuits. every one bankruptcy is supplemented with useful examples and well-designed workouts with labored options.

This moment of 3 volumes makes a speciality of sequential and mathematics good judgment circuits. It covers quite a few elements concerning the subsequent issues: latch and flip-flop; binary counters; shift registers; mathematics and common sense circuits; electronic built-in circuit expertise; semiconductor reminiscence; programmable good judgment circuits.

Along with the 2 accompanying volumes, this booklet is an critical software for college kids at a bachelors or masters point trying to enhance their figuring out of electronic electronics, and is certain adequate to function a reference for digital, automation and desktop engineers.

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Extra resources for Digital electronics 2: sequential and arithmetic logic circuits

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This allows the flip-flop to preserve its earlier state. When the clock signal CK changes from 0 to 1, or takes the logic state 1, 32 Digital Electronics 2 the output of each AND gate directly connected to the clock signal is dependent only on the feedback signal. This prevents the flip-flop from changing state. 34. Logic circuit and symbol of the JK flip-flop with asynchronous inputs Edge triggering is implemented by exploiting the difference in propagation delays associated with the clock signal CK, that is applied directly and via the NAND gates to the SR latch.

5. 2 gives the count sequence, assuming that the initial state of the synchronous and asynchronous counters is 0. 6. 2. 6. 4. Modulo 16 counter A modulo 16 (or four-bit) counter has 16 ((24 = 16)) states and at least four flip-flops are required for its implementation. It can generate binary sequences corresponding to the numbers from 1 to 15. At each clock signal pulse, the counter moves from one number to the next. The counter is reset to 0 upon reaching the sequence 1111, that is the number 15.

4. Modulo 16 counter A modulo 16 (or four-bit) counter has 16 ((24 = 16)) states and at least four flip-flops are required for its implementation. It can generate binary sequences corresponding to the numbers from 1 to 15. At each clock signal pulse, the counter moves from one number to the next. The counter is reset to 0 upon reaching the sequence 1111, that is the number 15. 7(a). Asynchronous counters present the advantage of being easy to implement. 7b shows, the output signals are affected by different propagation delays that can become too high as the flip-flop number increases.

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