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Fundamentals of Logic Design, International Edition

Roth/Kinney 지음 | 2014

ISBN 9781133628484 (1133628486)
Author Roth/Kinney
Copyright 2014
Edition 7E
Page 816쪽
Size 8 X 9 1/4
Bookseller 한티미디어
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Updated with modern coverage, a streamlined presentation, and excellent companion software, this seventh edition of FUNDAMENTALS OF LOGIC DESIGN achieves yet again an unmatched balance between theory and application. Authors Charles H. Roth, Jr. and Larry L. Kinney carefully present the theory that is necessary for understanding the fundamental concepts of logic design while not overwhelming students with the mathematics of switching theory. Divided into 20 easy-to-grasp study units, the book covers such fundamental concepts as Boolean algebra, logic gates design, flip-flops, and state machines. By combining flip-flops with networks of logic gates, students will learn to design counters, adders, sequence detectors, and simple digital systems. After covering the basics, this text presents modern design techniques using programmable logic devices and the VHDL hardware description language.
1. Introduction number systems and conversions.
2. Boolean algebra.
3. Boolean algebra (continued).
4. Applications of Boolean algebra minterm and maxterm expansions.
5. Karnaugh maps.
6. Quine-McCluskey method.
7. Multi-level gate circuits.
8. Combinational circuit design and simulation using gates.
9. Multiplexers, decoders, and programmable logic devices.
10. Introduction to VHDL.
11. Latches and flip-flops.
12. Registers and counters.
13. Analysis of clocked sequential circuits.
14. Derivation of state graphs and tables.
15. Reduction of state tables state assignment.
16. Sequentional circuit design.
17. VHDL for sequential logic.
18. Circuits for arithmetic operation.
19. State machine design with SM charts.
20. VHDL for digital system design.
The material on representation of negative numbers has been reorganized allowing the discussions on one's complement and sign magnitude to be easily omitted if desired.Newly reorganized discussion of switching algebra and Boolean algebra with a more clear
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