'Logic diagram' diaporamas de présentation

CSCI-2500: Computer Organization

CSCI-2500: Computer Organization. Boolean Logic & Arithmetic for Computers (Chapter 3 and App. B). Boolean Algebra. Developed by George Boole in the 1850s Mathematical theory of logic. Shannon was the first to use Boolean Algebra to solve problems in electronic circuit design. (1938).

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Chapter 4 Combinational Logic

Digital System ????. Chapter 4 Combinational Logic. Ping-Liang Lai ( ??? ). Outline of Chapter 4. 4.1 Introduction 4.2 Combination Circuits 4.3 Analysis Procedure 4.4 Design Procedure 4.5 Binary Adder-Subtractor 4.6 Decimal Adder 4.7 Binary Multiplier 4.8 Magnitude Comparator

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Chapter 3

Chapter 3. Boolean Algebra and Digital Logic. Linda Null, Julia Lobur. Figure 03.UN01: "I've always loved that word, Boolean.". Claude Shannon. Table 03.T01: Truth Table for AND. -. Table 03.T02: Truth Table for OR. -. Table 03.T03: Truth Table for NOT. -.

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ADVANCED LEVEL OPERATIONAL RISK MANAGEMENT

Civil Air Patrol. ADVANCED LEVEL OPERATIONAL RISK MANAGEMENT.

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Chapter 8

Chapter 8. Code Converters, Multiplexers and Demultiplexers. 1. Objectives. You should be able to: Use an IC magnitude comparator to perform binary comparisons. Describe the function of a decoder and an encoder. Design the internal circuitry for encoding and decoding.

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VHDL ??? ????????? ???????????? ??????????

??? -210: ?????????? ???????? ?????????? ????????? ??????? 200 7. VHDL ??? ????????? ???????????? ??????????. ??????????: ????? ?. ??????. ???????????? ?????? ????? ???????????? ????????? ??? ????????? ???????????. VHDL (revisited).

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Gate-Level Minimization

Gate-Level Minimization. 3-1 The Map Method. The complexity of the digital logic gates the complexity of the algebraic expression Logic minimization algebraic approaches: lack specific rules the Karnaugh map a simple straight forward procedure a pictorial form of a truth table

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Sequential Design

Sequential Design. Part II. Output. A(t+1) =D A = AX + BX. B(t+1) =D B = AX. Y = AX + BX. 2-D State Table. Even Easier, State Diagrams:. Using State Diagrams. What about designing a state machine using J-K Flip Flops. Given this state table. Using J-K Flip Flops.

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CSE 140 Lecture 11 Standard Combinational Modules

CSE 140 Lecture 11 Standard Combinational Modules. CK Cheng CSE Dept. UC San Diego. Part III - Standard Combinational Modules. Introduction Decoder Behavior, Logic, Usage Encoder Multiplexer ( Mux) Behavior, Logic, Usage Demultiplexier ( DeMux ).

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CSE 140 Lecture 12 Standard Combinational Modules

CSE 140 Lecture 12 Standard Combinational Modules. Professor CK Cheng CSE Dept. UC San Diego. Part III - Standard Combinational Modules (Chapter 5). Signal Transport Decoder: Decode address Encoder: Encode address Multiplexer (Mux): Select data by address

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Digital Design Lecture 10

Digital Design Lecture 10. Sequential Design. State Reduction. Equivalent Circuits Identical input sequence Identical output sequence Equivalent States Same input ? same output Same input ? same or equivalent next state. Next State x=0 x=1 a b c d a d e f a f

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Programmable Logic Devices

Programmable Logic Devices. General structure of PLDs. Buffer/inverter. ( a ) Symbol ( b ) Logic equivalent. Programming by Blowing Fuses. ( a ) Before programming ( b ) After programming. PLD Notation.

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CS 140 Lecture 12 Standard Combinational Modules

CS 140 Lecture 12 Standard Combinational Modules. Professor CK Cheng CSE Dept. UC San Diego. Part III - Standard Combinational Modules. Decoder: Decode address Encoder: Encode address Multiplexer (Mux): Select data by address Demultiplexier (DeMux): Direct data by address

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Computer Architecture CST 250

Computer Architecture CST 250. Combinational Circuits Prepared by: Omar Hirzallah. Contents. Combinational Circuits. Designing Procedure Problem with Solution Binary Adders Half Adder & Implementation Full Adder & Implementation. Combinational Circuits:.

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Schematics 201 Lecture Topic: Electrical Symbols

Schematics 201 Lecture Topic: Electrical Symbols. 02-23-2011 . Agenda for the week. Discuss Logic Diagrams including Boolean Logic Gates. Start Assignment. Logic Diagrams .

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Example

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The edge triggered J-K Flip flop

The edge triggered J-K Flip flop.

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