数字电子技术,英文版,chapter05.ppt

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数字电子技术基础 ppt 课件5精选全文

数字电子技术基础 ppt 课件5精选全文

解:
由于在异步时序逻辑电路中,没有统一的时钟脉冲,因此,分析时必须写出时钟方程。
(1)写各时钟方程
CP0=CP(时钟脉冲源的上升沿触发) CP1=Q0(当FF0的Q0由0→1时,Q1才可能改变状态,否则Q1将保持原状态不变)
(2)写输出方程
(3)写各触发器的驱动方程
(4)写各触发器的次态方程
1、移位电路组成
(从Q3 向Q0移)
Q0端是串行输出端;
DIL是左移数据输入端;1DFra bibliotekC1FFD
Q3
1D
C1
FFC
Q2
1D
C1
FFB
Q1
1D
C1
FFA
Q0
CP
DIL
Q0Q1Q2Q3 端是并行输出端。
2、工作过程
例如:要移入D0D1D2D3
移状态表
Q0 Q1 Q2 Q3 DIL CP顺序
X X X D0
存入: 1 0 0 1
2、工作原理
存数指令
CP
Q0
Q1
Q2
Q3
D0
D1
D2
D3
1D
R
1D
R
1D
R
1D
R
RD
若输入信号 、 、 、 已被送到相应触发器的D端,当CP脉冲来到时,四个触发器的输出端 的电平分别等于端 、 、 、 的电平,这时输入信号就被寄存起来了。只要没有新的输入信号,触发器的状态就不会改变,也就是说,输入信号在寄存器中一直保持到下一个输入信号到达时为止。
K3 = Q2
=(Q3+Q2 ) Q1
Q3
Q2
Q1
Y
CP

数字电子技术加英文注释

数字电子技术加英文注释

AB
Y
00
0
01
0
10
0
11
1
Y=AB
A&
Y
B
2.3 最简单的与、或、非门电路
二、二极管或门 Implement OR-gate with diodes
A VD1
B VD2
Y R
uA uB
0V 0V 0V 5V 5V 0V 5V 5V
uY
0V 4.3V 4.3V 4.3V
VD1 VD2 截止 截止 截止 导通 导通 截止 导通 导通
2.1 概述
TTL: HIGH 2-5V and LOW 0-0.8V.
逻辑电平
5V
高电平UH:
输入高电平UIH
高电平下限 2V
1
输出高电平UOH
低电平UL:
输入低电平UIL
低电平上限 0.8V
0
0V
输出低电平UOL
逻辑“0”和逻辑“1”对应的电压范围宽,
因此在数字电路中,对电子元件、器件
NMOS管电路符号
PMOS管电路符号
2.2 半导体二极管和三极管的开关特性
二、MOS管开关特性
+VDD
RD D
G
ui
S
iD
uo
NMOS管的基本开关电路
选择合适的电路参数,则可以保证 当uI=UIH时,MOS管导通,uo=0=UOL 当uI=UIL时,MOS管截止,uO=VDD=UOH
- 开关闭合 - 开关断开
2.4 TTL集成门电路
2.输入噪声容限 实际应用中,由于外界干扰、电源波动等原因,可能
使输入电平UI偏离规定值。为了保证电路可靠工作,应对干

数字电子技术基础第五章时序逻辑电路PPT课件

数字电子技术基础第五章时序逻辑电路PPT课件

减小功耗
优化电路结构,降低电路的 功耗,减少能源浪费。
提高可靠性
通过优化设计,提高电路的 可靠性和稳定性,降低故障 发生的概率。
提高性能
优化电路结构,提高电路的 响应速度和性能,满足设计 要求。
05 时序逻辑电路的实现技术
基于中小规模集成电路的时序逻辑电路实现技术
概述
中小规模集成电路是将多个晶体管集成在一块芯片上,实现时序逻辑功能。
冒险现象
由于竞争现象的存在,时序逻辑电路 的输出可能会产生短暂的不确定状态, 这种现象称为冒险现象。
04 时序逻辑电路的设计方法
同步时序逻辑电路的设计方法
建立原始状态图
根据设计要求,确定系统的输入和输出变量,并使用状 态图表示系统的状态转换关系。
逻辑方程组
根据状态图和状态编码,列出逻辑方程组,包括状态转 移方程、输出方程和时钟方程。
分类
根据触发器的不同,时序逻辑电 路可分为同步时序电路和异步时 序电路;根据电路结构,可分为 摩尔型和米立型。
时序逻辑电路的功能与特点
功能
实现数据的存储、记忆、计数、分频 等功能。
特点
具有记忆功能、输出状态不仅与当前 输入有关还与之前状态有关、具有时 钟信号控制等。
时序逻辑电路的应用场景
01
02
数字电子技术基础第五章时序逻辑 电路ppt课件
目 录
• 时序逻辑电路概述 • 时序逻辑电路的基本电路的实现技术 • 时序逻辑电路的应用实例
01 时序逻辑电路概述
时序逻辑电路的定义与分类
定义
时序逻辑电路是一种具有记忆功 能的电路,其输出不仅取决于当 前的输入,还与之前的输入状态 有关。
03
数字钟
利用时序逻辑电路实现时 间的计数和显示。

数字电路英文版第五单元

数字电路英文版第五单元
101 1 0 1 110 0 1 0
110 1 1 0
111 0 1 0 111 1 1 1
Output
X
0 0 0 1 0 0 0 1 0 0 0
1 1
1
1 1
AND-OR-Invert Logic ( POS )
A
AB
B
C CD
D
A & ≥1
X
B
X
C&
D
X = AB + CD = (A + B)(C + D)
Signal tracing A troubleshooting technique in which waveforms are observed in a step-by-step manner beginning at the input and working toward the output or vice versa. At each point the observed waveform is compared with the correct signal for that point.
3.
AND-OR Logic ( SOP )
A B
AB
A & ≥1
XB
X
C
C&
D
CD
D
Fig.5-1
X = AB + CD
4.
TABLE 5-1 Truth table for the AND-OR logic in Fig.5-1
X = AB D AB CD
000 0 0 0 000 1 0 0 001 0 0 0 001 1 0 1 010 0 0 0 010 1 0 0 011 0 0 0 011 1 0 1 100 0 0 0 100 1 0 0 101 0 0 0

数字电子技术第五章 时序逻辑电路ppt课件

数字电子技术第五章 时序逻辑电路ppt课件

2. 集成同步二进制计数器
常用的集成同步二进制加计数器有74LS161、 74LS163等。74LS161的实物图、引脚排列和逻辑 符号如图5.4所示。
ቤተ መጻሕፍቲ ባይዱ
(a) 实物图
(b) 引脚排列
(c) 逻辑符号
图5.4 集成同步二进制计数器74LS161
74、L1S01脚61C的T1T6是个计引数脚器中的:工1脚作状为态异控步制清端C R零;端,9脚 是置数控制端,L D7脚CTP
(a) 实物图
(b〕引脚排列
(c) 逻辑符号
图5.7 集成同步十进制可逆计数器74LS192
74LS192的功能表如表5.7所示。
表5.7
74LS192的功能表
输入
输出
CR L D
C PU C PD D 3 D 2
D1 D 0
Q3
Q2
Q1
Q0
1 ××××××× 0 0 0 0
0
0
××
d3
d2
d1
d0
1

说明
清零 置9 二进制计数
五进制计数
8421码十进制 计数
5421码十进制 计数
由表5.6可知,74LS90具有如下功能。
① 2脚R0A、3脚R0B接高电平“1〞时,计数器被清零,高电 平电压最小值为2V。正常使用时,两个引脚中至少有1个 应接低电平“0”,低电平电压最大值为0.8V。
② 6脚S9A、7脚S9B接高电平“1〞时,计数器置数为9。正常 计数时,两个引脚中至少有1个应接低电平“0”。
d3
d2
d1
d0
0 1 1 1 ××××
保持
0 1 ↑ 1 ××××
加计数

Chapter_05

Chapter_05
• • • • Discount rate Cost of capital Opportunity cost of capital Required return
5-3
Future Values
• Suppose you invest $1000 for one year at 5% per year. What is the future value in one year? • Interest = 1000(.05) = 50 • Value in one year = principal + interest = 1000 + 50 = 1050 • Future Value (FV) = 1000(1 + .05) = 1050 • Suppose you leave the money in for another year. How much will you have two years from now? • FV = 1000(1.05)(1.05) = 1000(1.05)2 = 1102.50
• What is the present value of $500 to be received in 5 years? 10 years? The discount rate is 10% • 5 years: N = 5; I/Y = 10; FV = 500 CPT PV = -310.46 • 10 years: N = 10; I/Y = 10; FV = 500 CPT PV = -192.77
• How much would you have at the end of 15 years using compound interest? • How much would you have using simple interest?

数字电子技术基础英文版课件

数字电子技术基础英文版课件
Slide 16
Logic Levels
Binary values are also represented by voltage levels
They can also be called LOW and HIGH, where LOW = 0 and HIGH = 1 In positive logic rules:
Slide 14
1-2 Binary Digits, Logic Levels, and Digital Waveforms 二进制数,逻辑电平和数字波形
Slide 15
Binary Digits
• The conventional numbering system uses ten digits: 0,1,2,3,4,5,6,7,8, and 9. • The binary numbering system uses just two digits: 0 and 1. • Each of the two digits is called bit, which is a contraction of the words binary digit. • Groups of bits (combinations of 1s and 0s)is called code.
1 f T
Slide 21
An important characteristic of a digital waveform is its duty cycle. The duty cycle(占空比) of a binary waveform is defined as:
tw Duty cycle 100% T
Slide 17
Slide 18

精品课件-数字电子技术-第5章

精品课件-数字电子技术-第5章

第5章 时序逻辑电路
2) 输出方程表达了电路的外部输出与触发器现态及外部输入 之间的逻辑关系。需要特别注意的是输出Z与触发器的现态Qn 有关,而不是与次态Qn+1 3) 将1) 中得到的驱动方程代入触发器的特性方程中,得出 每个触发器的状态方程。状态方程实际上是依据触发器的不同 连接,具体化了的触发器的特性方程,它反映了触发器次态与 现态及外部输入之间的逻辑关系。
(1) ① 驱动方程:
T0=1 T1=Q0 T2=Q1Q0 ② 输出方程:
Z=Qn2Qn1Qn0
第5章 时序逻辑电路
③ 求状态方程。将驱动方程带入T
Qn1 T Qn
Q n1 0
T0
Q0n
Q0n
Q n1 1
T1
Q1n
Q0n
Q1n
Q1n Q0n
Q1nQ0n
Q n1 2
T2
Q2n
(Q0nQ1n ) Q2n
第5章 时序逻辑电路
表5-3 例5.1的状态转换表
第5章 时序逻辑电路
② 状态转换图。 由状态转换真值表可以画出状态转换图如图5-5(b)所示。 本例中,三个触发器共有八个状态000,001,…,111。本例 是Moore型电路, 按说输出Z应该画在状态框内,这里采用了 Mealy型电路的画法。但由于没有外部输入,所以X/Z斜线上
仅取决于该时刻电路的输入状态,而且与电路原来的状态有关。 简而言之, 电路的输出状态与时间顺序有关,因此称为时序 逻辑电路。时序逻辑电路具有“记忆”性, 意指必需具有 “记忆”功能的器件来记住电路过去的状态,并与输入信号一 起共同决定电路的输出。
时序逻辑电路的一般结构框图如图5-1所示。
第5章 时序逻辑电路
第5章 时序逻辑电路

数字电子技术基础第5章锁存器与触发器PPT课件

数字电子技术基础第5章锁存器与触发器PPT课件
按结构分类
分立元件触发器和集成触发器。
按工作方式分类
边沿触发器和电平触发器。
触发器的工作原理
触发器在输入信号的作用下,通过内部逻辑门电路的开关特性,实现状态的翻转。
触发器的状态翻转通常发生在时钟脉冲的边沿,此时触发器的输出状态将根据输入 信号和内部状态而改变。
触发器具有置位、复位和保持三种基本功能,这些功能可以通过组合不同的逻辑门 电路来实现。
存储器
触发器还可以用于构建更复杂的存储器,如静态随机存取存储器(SRAM)等。在这些存储器中,触发器 用于存储二进制数据,并在需要时提供数据输出。
两者结合的应用实例
• 数字系统:在数字系统中,锁存器和触发器经常结合使用。 例如,在微处理器或数字信号处理系统中,锁存器和触发器 用于实现数据的存储、传输和控制。这些系统中的锁存器和 触发器通常以大规模集成(LSI)或超大规模集成(VLSI) 的形式存在。
VS
中规模集成电路
在中规模集成电路中,我们将学习一些常 见的数字集成电路,例如译码器、编码器 和比较器等。这些集成电路在数字系统中 有着广泛的应用,例如在计算机、通信和 控制系统等。我们将学习这些集成电路的 工作原理、特性和应用。
THANKS
感谢观看
04
锁存器与触发器的比较
工作原理比较
锁存器
在时钟信号的控制下,实现数据的存 储和传输。当控制信号处于高电平时 ,数据被写入锁存器;当控制信号处 于低电平时,数据保持不变。
触发器
具有记忆功能的基本逻辑单元,能够 在时钟信号的控制下,实现数据的存 储和传输。在时钟脉冲的上升沿或下 降沿时刻,数据被写入触发器。
锁存器和触发器在数字电路中有着广 泛的应用,例如在寄存器、计数器和 时序逻辑电路中。在本章中,我们学 习了这些应用的具体实现和原理。

数字电子技术基础第五章-触发器

数字电子技术基础第五章-触发器

CLS KRQQ*
0X X 0 0 0X X 1 1 10 0 0 0 10 0 1 1 10 1 0 0 10 1 1 0 11 0 0 1 11 0 1 1 1 1 1 0 1* 1 1 1 1 1*
《数字电子技术基础》第五版
5.3 电平触发的触发器
一、基本SR触发器的电路结构与工作原理
CLS KRQQ*
主从JK电路结构与工作原理
在CLK高电平期间,主触发器只翻转一次
工作原理
《数字电子技术基础》第五版
CLJKKQQ* X X X X Q*
0 00 0 0 01 1 0 10 0 0 11 0 1 00 1 1 01 1 1 10 1 1 11 0
工作原理
《数字电子技术基础》第五版
CLJKKQQ* X X XX Q
《数字电子技术基础》第五版
第五章 触发器
5.1 概述
Flip-flop
一、触发器
能够存储一位二值信息的基本电路单元。
二、触发器特点: 1.保持 2.更新
《数字电子技术基础》第五版
三、触发器分类:
按逻辑功能分:SR触发器、D触发器、 JK触发器、T触发器。
按触发方式分:电平触发方式、脉冲触发方式 及边沿触发方式。
0 00 0 0 01 1 0 10 0 0 11 0 1 00 1 1 01 1 1 10 1 1 11 0
工作原理
《数字电子技术基础》第五版
CLJKKQQ* X X XX Q
0 00 0 0 01 1 0 10 0 0 11 0 1 00 1 1 01 1 1 10 1 1 11 0
工作原理
工作原理
《数字电子术基础》第五版
CLS KRQQ*

《数字电子技术》ppt课件

《数字电子技术》ppt课件
如出现tw1>tw的情况时,可在触发信号源uI和 G1输入端之间接入一个RC微分电路。
5.2.2 集成单稳态触发器及其运用
用集成门电路构成的单稳态触发器虽然电路简 单,但输出脉冲宽度的稳定性较差,调理范围小, 而且触发方式单一。因此实践运用中常采用集成单 稳态触发器。
1. 输入脉冲触发方式
上升沿触发 下降沿触发
uO的下降沿比u单I的稳下电降路的沿延延时迟作了用tw的时间。
〔2〕. 脉冲定时 单稳态触发器可以产生一定宽度tw的矩形脉冲,
利用这个脉冲去控制某一电路,那么可使它在tw时 间内动作(或者不动作)。
脉冲定时
终了
5.3 多谐振荡器
放映
5.3.1 用门电路组成的多谐振荡器 5.4.3 石英晶体多谐振荡器
第5章 脉冲波形的产生与变换
终了 放映
5.1 施密特触发器
5.1.1 用门电路构成的施密特触发器
5.1.2 集成施密特触发器及其运用
复习
触发器有什么特点? 请画出与非门实现的根本RS触发器的电路图。 请列出根本RS触发器的功能表。 什么叫现态?次态? 根本RS触发器的触发方式?
第5章 脉冲波形的产生与变换
在暂稳态期间,VDD经R对C充电,使uI2上升。 当uI2上升到达G2的UTH时,电路会发生如下正反响 过程:
使电路迅速由暂稳态前往稳态,uO1=UOH、 uO= uO2=UOL。
从暂稳态自动前往稳态之后,电容C将经过电 阻R放电,使电容上的电压恢复到稳态时的初始值。
单稳态触发器任务波形
2. 主要参数
5.2 单稳态触发器
任务特点: 第一,它有稳态和暂稳态两个不同的任务形状; 第二,在外加脉冲作用下,触发器能从稳态翻转 到暂稳态; 第三,在暂稳态维持一段时间后,将自动前往稳 态,暂稳态维持时间的长短取决于电路本身的参数, 与外加触发信号无关。 例:楼道的路灯 。

Chapter05_PPT

Chapter05_PPT
• For i = 100 To 1 Step –1
– Vary the control variable from 7 to 77 in increments of 7
• For i = 7 To 77 Step 7
– Vary the control variable from 20 to 2 in increments of –2
2002 Prentice Hall. All rights reserved.
5.2 Essentials of Counter-Controlled Repetition • Elements needed
– Control variable
• Used to determine whether loop continues to iterate
MessageBoxIcon C o nsta nts
Ic o n
De sc rip tio n
MessageBoxIcon.Exclamation
Icon containing an exclamation point. Typically used to caution the user against potential problems. Icon containing the letter "i." Typically used to display information about the state of the application. Icon containing a question mark. Typically used to ask the user a question. Icon containing an in a red circle. Typically used to alert the user of errors or critical situations.

数字电子技术基础(第五版)第五章触发器PPT课件

数字电子技术基础(第五版)第五章触发器PPT课件
在时钟信号下降沿时刻,触发器 接收输入信号并改变状态。实现 方法是在主从触发器的基础上,
增加一个下降沿检测电路。
边沿触发器的特点
边沿触发器只在时钟信号的边沿 时刻改变状态,具有较高的抗干 扰能力和稳定性。同时,边沿触 发器可以实现多个触发器的级联
和同步操作。
06
集成触发器及其应用
集成触发器类型与特点
波形分析
在波形图中,可以观察到输入信号J、K以及输出信号Q、Q' 的波形变化。通过对比输入信号和输出信号的波形,可以验 证触发器的逻辑功能是否正确实现。
T触发器实现方法
T触发器定义
T触发器是一种特殊类型的触发器,其输入信号为T,输出信号为Q和Q'。当T=1时,触 发器翻转;当T=0时,触发器保持原状态不变。
和时钟信号CP接入芯片对应的引脚即可。
03
可编程逻辑器件实现
利用可编程逻辑器件(如FPGA、CPLD等)实现D触发器的功能。通过
编程配置逻辑器件的内部逻辑单元,实现D触发器的逻辑功能。
04
JK触发器和T触发器
JK触发器电路结构
基本结构
由两个可控RS触发器构成,输入信号为J和K,输出信号为 Q和Q'。
功能表
列出输入信号S、R与输出信号Q、Q'之间关系的表格,用于描述触发器的逻辑功能。功能表中应包含所有可能的 输入组合及对应的输出状态。
03
同步RS触发器及D触发器
同步RS触发器电路结构
1 2 3
基本RS触发器
由两个与非门交叉耦合构成,具有置0、置1和保 持功能。
同步RS触发器
在基本RS触发器的基础上,引入时钟信号CP, 使得触发器的状态只在CP的上升沿或下降沿发生 改变。

数字电子技术大纲英文

数字电子技术大纲英文

Teaching Programme Of Digital Electronic Technology一、of courseCourse title: Digital electro nic tech no logyEn glish n ame: Digital electro nic tech no logyCourse nature: compulsory courseCourse nu mber: 02Weekly hours: three hoursTotal hours: 48 hoursLear ning poin ts: three pointsApplicable to professional: Applicable to each major of the information engineering college prerequisite kno wledge: circuit\a nalog electr onics tech niqueteachi ng material: Thomas , Digital Fun dame ntals,(Te ntheditio n), publish ing house of electro nics in dustry, Oct 2011 Appraisal method: exam in ati on二、Aim and task of courseDigital electro nic tech no logy is one of the core coursesdesig ned for sophomores in all curricular relati ng to electrical engin eeri ng and computer scie nee. The overall goals are to analyze and design digital logic circuits which constitute the foundation for preparing a stude nt to take follow-on courses, develop skills required to solve engin eeri ng problems. Main topics include digital systems and codes, logic gates, Boolean algebra, logic simplificati on, comb in ati on al logic circuits, flip-flops and related devices, programmable logic devices, sequential logic circuits, large-scale integrated circuits, and analog-to-digital and digital-to-analog converters.三、Course content and course scheduleChapter 1 Logic Algebra (7 hours )一、The basic requirements of this chapter1. Master the conv ersi on among bin ary, decimal and hexadecimal2. Master symbol、truth table and fun cti on expressi on of the three basic logic operations, the basic formula of logic algebra3. . Master logic function simplification using formula method and karnaugh map二、Teachi ng contents1. In troducti on2. logic algebra3. logic fun ctio nChapter 2 gate circuit (six hours)一、The basic requirements of this chapter1. Understand the working features of the triode in the state of switch, the workingprinciple of TTL inverter,Master static in put and output characteristics of the TTL inv erter2. Understand the working principle of CMOS inverter二、Teachi ng contents1. TTL gate circuit2. CMOS gate circuitChapter 3 comb in ati on al logic circuit (8 hours)一、The basic requirements of this chapter1. Un dersta nd the features of comb in ati onal circuits, Master the an alysis method of comb in ati onal circuits2. Master the an alysis method of comb in ati onal circuits3. Master the working principle and the using method of the commonly used comb in ati on al logic devices in clud ing : en coder, decoder, and data selector , Un dersta nd r and the work ing prin ciple of adders and nu merical comparator.二、Teachi ng contents1. An alysis of Comb in ati onal Logic Circuit2. Desig n of Comb in ati onal Logic Circuit3. Several com monly used comb in ati on al logic circuitChapter 4 Flip-flops (5 hours)一、The basic requirements of this chapter1. Understand the characteristics and classification of flip-flops;2. Understand circuit structure and action characteristic of basic RS flip-flops and synchronous RS flip-flops; Master circuit structure and acti on characteristic of Master-Slave JK and D flip-flops;3. Understand property list、the characteristic equation and state transition diagram that describe the logic functions of flip-flops.二、Teachi ng contents1. Introduction2. circuit structure and action characteristic of flip-flops3. Logic function and description method of flip-flopsChapter 5 Seque ntial logic circuit (8 hours)一、The basic requirements of this chapter1. Understanding the characteristics and structure of the sequential logic circuit;2. Master the analysis method of the synchronous sequential logic circuit, acquire these skills of writing drive equation and state equation and output equation of the circuit, draw ing state tran siti on diagram;3. Understand the working principle of shift register registers and counters, grasp com mon coun ter chips and coun ter connection method4. Understand the design method of synchronous sequential logic circuit.二、Teachi ng contents1. Introduction2. Analysis method of the sequential logic circuit3. Some com mon seque ntial logic circuit4. Design method of synchronous sequential logic circuitChapter 6 Pulse waveform gen erati on and shap ing (5 hours)一、The basic requirements of this chapter1. Un dersta nd several main parameters describ ing pulse waveform;2. Understand the role and action characteristics of Schmitt trigger composed by gatecircuit,u ndersta nd the defi niti on and determ in ati on method of characteristic parameters VT +、VT —and △ VT, know the application of Schmitt triggerthe role and operati on characteristics of on e-shot that is composed of gate circuit;the worki ng prin ciple of symmetric multivibrator and multivibrator composed by Schmitt trigger;5. Master the circuit structure and function of 555 timer, Calculate the parameters of Schmitt trigger and multivibrator composed by 555 timer.二、Teachi ng contents1. Introduction2. Schmitt trigger3. one-shot that is composed of gate circuit4. multivibrator5. 555 timer and its application\ Chapter 7 large scale in tegrated circuit (3 hours)一、The basic requirements of this chapter1. Know classificatio n of semic on ductor memory, Know worki ng prin cipleof the masked ROM, know the characteristics of the programmable read-only memory, know the characteristics of the programmable read-only memory and erasable programmable read on ly memory;2. Understand the structure and working principle of the static random access memory;3. To grasp the way of storage capacity and memory is used to implement the concept of comb ined logic fun cti on. Master memory capacity expa nsion mode and the con cept of realizati on of comb in ati on al logic with memory .二、Teachi ng contents1. Introduction2. Read-only memory (ROM)3. Random access memory4. The extension of storage capacityChapter 8 programmable logic device (2 hours)一、The basic requirements of this chapterUnderstand the logic graphic symbol of the programmable logic devices, Understand the circuit structure and work ing prin ciple of PAL二、Teachi ng contents1. Programmable Logic Array (PAL)2. Gen eric array logic( GAL)Chapter 9 digital-a nalog and an alog-to-digital conversion (4 hours)一、The basic requirements of this chapter1. master the basic concept of D/A converter, Understand the basic working principle of D/A converter、the conversion accuracy and conversion speed of D / A converterUn dersta nd the calculatio n of in put and output relati on ship of D/A conv erte;2. master the basic concept of A/D converter, Understand the basic working principle of A/D converter、the conversion accuracy and conversion speed of A/D converterknow the main types, structure features, basic work ing prin ciple and performa nee comparis on of A/D conv erter.二、Teachi ng contents1. D/A converter2. A/D converter。

05Chapter_5_semantics

05Chapter_5_semantics
18
The family tree




舅父 = „mother‟s brother‟ 叔叔 = „father‟s younger brother‟ 伯父 = „father‟s elder brother‟ 姨母 = „mother‟s sister‟ 姑母 = „father‟s sister‟

reprobate, and I hate you for it! I’m terribly sorry to interrupt, but I wonder if you would be so kind as to lower your voices a little. or Will you belt up.


pretty: girl, boy, woman, flower, garden, colour, village, etc. handsome: boy, man, car, vessel, overcoat, airliner, typewriter, etc.
14
3.7 Thematic meaning
12
3.5 Reflected meaning


Arises in cases of multiple conceptual meaning, when one sense of a word forms part of our response to another sense. When you hear ‘click the mouse twice’, you
3
Logicians and philosophers have tended to concentrate on a restricted range of sentences (typically, statements, or „propositions‟) within a single language. The linguistic approach aims to study the properties of meaning in a systematic and objective way, with reference to as wide a range of utterances and languages as possible, ∴ broader in scope.

Chapter_05

Chapter_05

※ The two vortices tend to drag the surrounding air with them, and this secondary movment induces a small component is called downwash(下洗). ※ The downwash velocity combines with the freestream velocity to produce a local relative wind which is canted downward in the vicinity of each airfoil section of the wing. ※ definition of induced angle of attack
a wing-tip vortices destroy the net pressure balance
b the wing-tip vortices contain large amount of translational and rotational energy, and this energy serves no useful purpose. In effect, the extra power should be provided by the engine to overcome the the induced drag.
5.3 Prandtl’s Classical Lifting-line Theory
Importance of the Prandtl’s lifting-line theory
bound vortex and free vortex
Replacement of the finite wing with a bound vortex
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17
The NOR Gate as a Universal Logic Element
The NOR gate can be used to produce the NOT, AND, OR, and NAND operations.
18
5-4 COMBINATIONAL LOGIC USING NAND AND NOR GATES
2
& 1
3
6
4
&
5
9
10
& 1
11
8
12
&
13
1
7
GND
5
2 AND-OR-Invert Logic
X AB CD ( A B)(C D) An AND-OR-Invert can be used to implement POS expression.
A B
C D
A
& 1
XB
X
C
&
D
6
gates:
X AB CD
Solution: X AB CD
AB CD AB CD
A
B
X
C
D
21
Example: Implementing the following expression using NOR
gates: X ( A B)(C D)
Solution: X ( A B)(C D)
Example:
X ABC ABC
15
5-3 THE UNIVERSAL PROPERTY OF NAND AND NOR GATES
与非门和或非门的通用特征
16
The NAND Gate as a Universal Logic Element
The NAND gate can be used to produce the NOT, AND, OR, and NOR operations.
( A B)(C D) A B C D
A
B
X
C
D
22
NAND Logic
23
NOR Logic
24
5-5 Logic Hazards
Objective:
Combinational logic hazards Reasons Checking Eliminating methods
使用与非门和或非门的组合 逻辑
19
5 Combinational Logic Using NAND and NOR Gates
NAND AB A B
NOR A B AB
Negative-OR Negative-AND
20
Example: Implementing the
following expression using NAND
12
From a Boolean Expression to a Logic Circuit
Example:
X AB CDE
13
From a Boolean Expression to a Logic Circuit
Example:
X AB(C D EF )
14
From a Truth Table to a Logic Circuit
Example chip: 74LS51 14VCC
74LS51 : dual 2-
wide AND-ORInvert
1 two inputs AND-OR-Invert.
1 three inputs AND-OR-Invert
2
& 1
3
6
4
&
5
9
10
& 1
11
8
12
&
13
1
7
GND
7
3 Exclusive-OR (XOR)异或
0
momentarily as a result of an
input variable changing.
glitches
Static 0 : an output variable should be a 0, but goes to 1 momentarily as a result of an input variable changing.
010
27
Static 1 hazards example
2ds example
30
31
Checking static hazards:
If the circuit can be simplified as follows A+A=1 or AA=0, it has the potential to cause static hazards.
shape symbols
A
& 1
B
X
C
&
D
ANSI standard rectangular outline symbols
4
Example chip: 74HC58 14VCC
74HC58 (CMOS): dual AND-OR
1 two inputs AND-OR.
1 three inputs AND-OR
3
1 AND-OR Logic X=AB+CD
An AND-OR circuit directly implements SOP expression, assuming the complements of the variables are available.
A
B
X
C
D
ANSI standard distinctive
25
Combinational Logic Hazards
Static hazard Dynamic hazard
26
Static hazards
Static hazards have two cases:
Static 1 : an output variable
1
1
should be a 1, but goes to 0
X AB AB
A B
C
A B
1
C
8
9
4 Exclusive-NOR (XNOR)同或
X AB AB
A B
C
A B
1
C
10
X A B AB AB AB AB (A B)(A B) AB AB
11
5-2 IMPLEMENTING COMBINATIONAL LOGIC
实现组合逻辑
Chapter 5 Combinational Logic 组合逻辑
1
Logic circuit
Combinational Logic circuit
Sequential Logic circuit
2
5.1 Basic Combinational Circuits
AND-OR AND-OR-Invert XOR XNOR NAND NOR
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