《数字电子技术（英文改编版）第九版 》课后习题答案

《数字电子技术第九版英文改编版》是2006年电子工业出版社出版的图书，作者是弗洛伊德、余璆。

本书是关于数字电子技术的经典教材，内容涉及数字电子的基本概念、数制、逻辑门、布尔代数和逻辑化简、组合逻辑分析、组合逻辑的作用、计数器、移位寄存器、存储器、可编程逻辑与软件、集成电路技术等。全书的特色在于示例与习题丰富、图解清晰、语言流畅、写作风格简约。

本书可作为高等院校电子信息类专业本科生的教材，也可供相关技术、科研管理人员使用，或作为继续教育的参考书。

目录

• 1 Digital Concepts
• 1-1 Digital and Analog Quantities
• 1-2 Binary Digits, Logic Levels, and Digital Waveforms
• 2 Number Systems, Operations, and Codes
• 2-1 Decimal Numbers
• 2-2 Binary Numbers
• 2-3 Decimal-to-Binary Conversion
• 2-4 Binary Arithmetic
• 2-5 1’s and 2’s Complements of Binary Numbers
• 2-6 Signed Numbers
• 2-7 Arithmetic Operations with Signed Numbers
• 2-8 Hexadecimal Numbers
• 2-9 Octal Numbers
• 2-10 Binary Coded Decimal (BCD)
• 2-11 Digital Codes
• 2-12 Error Detection and Correction Codes
• 3 Logic Gates
• 3-1 The Inverter
• 3-2 The AND Gate
• 3-3 The OR Gate
• 3-4 The NAND Gate
• 3-5 The NOR Gate
• 3-6 The Exclusive-OR and Exclusive-NOR Gates
• 4 Boolean Algebra and Logic Simplification
• 4-1 Boolean Operations and Expressions
• 4-2 Laws and Rules of Boolean Algebra
• 4-3 DeMorgan’s Theorem
• 4-4 Boolean Analysis of Logic Circuits
• 4-5 Simplification Using Boolean Algebra
• 4-6 Standard Forms of Boolean Expressions
• 4-7 Boolean Expressions and Truth Tables
• 4-8 The Karnaugh Map
• 4-9 Karnaugh Map SOP Minimization
• 4-10 Karnaugh Map POS Minimization
• 5 Combinational Logic Analysis
• 5-1 Basic Combinational Logic Circuits
• 5-2 Implementing Combinational Logic
• 5-3 The Universal Property of NAND and NOR Gates
• 5-4 Combinational Logic Using NAND and NOR Gates
• 5-5 Logic Circuit Operation with Pulse Waveform Inputs
• 6 Functions of Combinational Logic
• 6-1 Basic Adders
• 6-2 Parallel Binary Adders
• 6-3 Ripple Carry versus Look-Ahead Carry Adders
• 6-4 Comparators
• 6-5 Decoders
• 6-6 Encoders
• 6-7 Code Converters
• 6-8 Multiplexers (Data Selectors)
• 6-9 Demultiplexers
• 6-10 Parity Generators/Checkers
• 7 Latches, Flip-Flops, and Timers
• 8 Counters
• 9 Shift Registers
• 10 Memory and Storage
• 11 Introduction to Digital Signal Processing
• 12 Integrated Circuit Technologies
• Answers to Odd-Numbered Problems