Design Methods for Digital Systems
Autor Jean Chinal Traducere de A. Preston, A. Sumneren Limba Engleză Paperback – 17 mar 2012
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Specificații
ISBN-13: 9783642861895
ISBN-10: 364286189X
Pagini: 528
Ilustrații: XVIII, 506 p.
Dimensiuni: 155 x 235 x 28 mm
Greutate: 0.73 kg
Ediția:Softcover reprint of the original 1st ed. 1973
Editura: Springer Berlin, Heidelberg
Colecția Springer
Locul publicării:Berlin, Heidelberg, Germany
ISBN-10: 364286189X
Pagini: 528
Ilustrații: XVIII, 506 p.
Dimensiuni: 155 x 235 x 28 mm
Greutate: 0.73 kg
Ediția:Softcover reprint of the original 1st ed. 1973
Editura: Springer Berlin, Heidelberg
Colecția Springer
Locul publicării:Berlin, Heidelberg, Germany
Public țintă
ResearchCuprins
1 General Concepts.- 1.1 Digital Systems.- 1.2 Sets.- 1.3 Relations.- 1.4 Univocal Relations or Functions.- 1.5 Concept of an Algebraic Structure.- 2 Numeration Systems. Binary Numeration.- 2.1 Numbers and Numeration Systems.- 2.2 Decimal System of Numeration.- 2.3 Numeration System on an Integer Positive Base.- 2.4 Binary Numeration System.- 2.5 Passage from One Numeration System to Another.- 2.6 Decimal-Binary and Binary-Decimal Conversions.- 3 Codes.- 3.1 Codes.- 3.2 The Coding of Numbers.- 3.3 Unit Distance Codes.- 3.4 Residue checks.- 3.5 The Choice of a Code.- 4 Algebra of Contacts.- 4.1 Electromagnetic Contact Relays.- 4.2 Binary Variables Associated with a Relay.- 4.3 Complement of a Variable.- 4.4. Transmission Function of a Dipole Contact Network.- 4.5 Operations on Dipoles.- 5 Algebra of Classes. Algebra of Logic.- 5.1 Algebra of Classes.- 5.2 Algebra of Logic (Calculus of Propositions).- 5.3 Algebra of Contacts and Algebra of Logic.- 5.4 Algebra of Classes and Algebra of Contacts.- 5.5 Concept of Boolean Algebra.- 6 Boolean Algebra.- 6.1 General. Axiomatic Definitions.- 6.2 Boolean Algebra.- 6.3 Fundamental Relations in Boolean Algebra.- 6.4 Dual Expressions. Principle of Duality.- 6.5 Examples of Boolean Algebra.- 6.6 Boolean Variables and Expressions.- 7 Boolean Functions.- 7.1 Binary Variables.- 7.2 Boolean Functions.- 7.3 Operations on Boolean Functions.- 7.4 The Algebra of Boolean Functions of n Variables.- 7.5 Boolean Expressions and Boolean Functions.- 7.6 Dual Functions.- 7.7 Some Distinguished Functions.- 7.8 Threshold Functions.- 7.9 Functionally Complete Set of Operators.- 7.12 Incompletely Specified Functions.- 7.13 Characteristic Function for a Set.- 7.14 Characteristic Set for a Function.- 8 Geometric Representations of Boolean Functions.- 8.1The n-Dimensional Cube.- 8.2 Venn Diagrams.- 8.3 The Karnaugh Diagram.- 8.4 The Simplification of Algebraic Expressions by the Karnaugh Diagram Method.- 9 Applications and Examples.- 9.1 Switching Networks. Switching Elements.- 9.2 Electronic Logic Circuits. Gates.- 9.3 Combinational Networks. Function and Performance. Expressions and Structure.- 9.4 Examples.- 10 The Simplification of Combinational Networks.- 10.1 General.- 10.2 Simplification Criterion. Cost Function.- 10.3 General Methods for Simplification.- 10.4 The Quine-McCluskey Algorithm.- 10.5 Functional Decompositions.- 11 Concept of the Sequential Network.- 11.1 Elementary Example. The Ferrite Core.- 11.2 Ecoles-Jordan Flip-Flop.- 11.3 Dynamic Type Flip-Flop.- 11.4 Some Elementary Counters.- 12 Sequential Networks. Definitions and Representations.- 12.1 Quantization of Physical Parameters and Time in Sequential Logic Networks.- 12.2 Binary Sequential Networks. General Model.- 12.3 Sequential Networks and Associated Representations.- 12.4 Study of the Operation of Sequential Networks.- 12.5 Adaptation of the Theoretical Model to the Physical Circuit.- 12.6 Some Supplementary Physical Considerations.- 12.7 Incompletely Specified Circuits.- 12.8 Sequential Networks and Combinatorial Networks.- 13 Regular Expressions and Regular Events.- 13.1 Events.- 13.2 Regular Expressions. Regular Events.- 13.3 Regular Expressions Associated with a States Diagram.- 14 The Simplification of Sequential Networks and Minimisation of Transition Tables.- 14.1 Introduction.- 14.2 Minimisation of the Number of States for a Completely Specified Table.- 14.3 Minimisation of the Number of Internal States for an Incompletely Specified Table.- 15 The Synthesis of Synchronous Sequential Networks.- 15.1 General.- 15.2 Direct Method. Examples.- 15.3 State Diagram Method.- 15.4 Diagrams Associated with a Regular Expression.- 15.5 Coding of Initial States. Memory Control Circuits.- 16 counters.- 16.1 Introduction.- 16.2 Pure Binary Counters.- 16.3 Decimal Counters.- 16.4 Reflected Binary Code Counters.