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吾爱游客  发表于 2022-2-20 18:06
1.申请IDxuanhu2.个人邮箱:  2720846128@qq.com
3.原创文章:序列检测器
文章链接:https://blog.csdn.net/qq_43353985/article/details/108417875  被推送到看开源中国https://my.oschina.net/u/4342268/blog/4549256、程序员大本营https://www.pianshen.com/article/45011878252/
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[/img]

序列检测器检测巴克码1110010

  做的一次实验,序列检测器,当时在网上找了相关资料比如74LS175中英文参考手册等,当时还考虑了74HC175,后来发现他们只是制作工艺和功耗等不一样,功能都是一样的:

  74LSxxxx 是 Low power Schottky(“低功率肖特基”)制程
  74HCxxxx 是 High speed CMOS (“高速cmos”)制程

一.实验目的

  熟悉和掌握时序电路的设计方法。

二.实验任务

  1.设计一个巴克码1110010序列检测器。设计要求:
  2.对串行输入的序列信号进行检测,当电路输入序列连续送入1110010时,检测器输出为1,指示灯亮;其他情况,检测器输出都为0。

三.实验器材

  根据设计的电路,自行详细地列出所需要的芯片、电阻、电容等,以备连接线路时使用。

四.实验要求

  1.用两种方法实现巴克码1110010序列检测器,并写出设计思路。
  2. 画出序列检测器的电路图。
  3. 接线验证电路是否符合要求。
  4. 详细说明在设计操作中遇到问题与解决方法。
  5. 对实验结果进行分析。

五、提示

  该实验理论上用触发器可以实现,实际操作时却很难实现。因此,建议用寄存器实现。针对该实验本实验室能提供的芯片有:74LS175、74LS194、74LS02、74LS10、74LS20、74LS04等

开始实验

  我选用了74LS175+74LS20+74LS04;
  74s175是常用的4D触发器集成电路,里面含有4组D触发器,可以用来构成寄存器,抢答器等功能等部件,下面给大家介绍一下74ls175的相关资料。

  工作条件

  连接图。至于54和74系列的区别,我引用了网友gjszxs的一个回答:
  “54/74系列器件采用单一的bai5V供电。54系列的TTL电路du和74系列的TTL电路具有完全相同的电zhi路结构和电气参数,二者的差别仅为dao工作温度范围和电源电压范围。54系列的工作温度范围为-55到+125摄氏度,电源电压范围为5V ±10%。74系列的工作温度范围为0到70摄氏度,电源电压范围为5V ±5%。”

  逻辑图,其实可以直接用作移位寄存器

  网上找的74LS175真值表:

Proteus仿真

  至于思路也很简单,核心是就是两个存储为4的移位寄存器的串联,SW1相当于发送按键接CLK,SW2相当于(0/1)存储池。存储池准备(拨动开关选择0/1),SW1产生上升沿发送。不断重复上述过程,发送“1”“1”“1”“0”“0”“1”“0”就可以实现LED的点亮。

原理图

  “已经送入1110010”

发帖前要善用论坛搜索功能,那里可能会有你要找的答案或者已经有人发布过相同内容了,请勿重复发帖。

Hmily 发表于 2022-2-21 15:26
抱歉,未能达到申请要求,申请不通过,可以关注论坛官方微信(吾爱破解论坛),等待开放注册通知。

ps:最近是3月13日周年。
吾爱游客  发表于 2022-2-21 19:43
Hmily 发表于 2022-2-21 15:26
抱歉,未能达到申请要求,申请不通过,可以关注论坛官方微信(吾爱破解论坛),等待开放注册通知。

ps: ...

那篇是做的一次实验简单的仿真,不过被多次转载,还有其他系列的仿真和代码,下面放的这个是比较大的仿真,你看这是否达到贵站的要求?1.申请ID:xuanhu2.个人邮箱:  2720846128@qq.com3.原创文章:序列检测器文章链接:实验7-单片机AD和DA实验https://blog.csdn.net/qq_43353985/article/details/107964780?spm=1001.2014.3001.5502其他同系列文章:有仿真和完整的代码(原创)
  实验1-单片机流水灯控制实验  实验2-单片机数码管和按键实验  实验3-单片机定时器中断实验  实验4-单片机外部中断实验  实验5-单片机串行口中断实验  实验6-单片机扩展RAM6264实验  实验7-单片机AD和DA实验
STM32 LoRa无线数传模块 PC通过串口传输数据到单片机:
实验7-单片机AD和DA实验
  之前做的一次实验,51单片机AD和DA实验,数模使用芯片0832,模数转换使用0809。在做实验时曾经遇到一个问题,模数转换0809是不是只能输出0~ 5V,能不能输出-5V~5V的?当时在网上找了很多,没什么收获,在寻求帮助的过程中,一个朋友说可以,当时他分享了一个链接:http://m.elecfans.com/article/576838.html,看后明白解决方法是加一个反相器,最后把实验的要求圆满完成。如有问题欢迎指正。

实验目的:

  掌握数模和模数转换的原理;
  学会数模0832和模数0809的操作和使用。

实验内容:

  用单片机、数模0832、模数0809,可变电阻实现0 ~ 5v电压输出,或者选择电压调节器(如果有该器件),数模转换实验,将可变电阻分压后的电压值,应用数码管显示,保留小数点后2位。模数转换实验,输出的幅值0~5v的方波,三角波,锯齿波(-5V ~ 5V),应用示波器进行显示。

实验环境:

   MDK-ARM V5.21a、Proteus 8.6

Proteus原理图


   方波(out输出0~5V,out1输出-5 V ~5V,考虑到反相器,两个输出波形相位差180°):

   三角波(out输出0~5V,out1输出-5 V ~5V)

   锯齿波(out输出0~5V,out1输出-5 V ~5V)

   P34按下后,进入ADC转换,模拟电压量在数码管上显示。

主要元器件:

DEVICES
说明

7SEG-MPX8-CC-BLUE
八位共阴数码管

8255A
可编程并行接口芯片

ADC0808
模数转换芯片

DAC0832
模数转换芯片

74HC573
锁存器

74LS373
锁存器

AT89C51
MCU

BUTTON
按键

CAP
普通电容

CAP-ELEC
电解电容

CRYSTAL
晶振

RES
电阻

RESPACK-8
排阻

  51单片机的P0口做IO口使用时是漏极开路输出,其引脚一般需要在片外接一定阻值的上拉电阻,此时端口不存在高阻抗的悬浮状态,因此它是一个准双向口。同时,P0口每一位的驱动能力是P1~P3口的两倍,每位可以驱动8个LSTTL(Low-power Schottky TTL,即低功耗肖特基TTL)输入,89C51等单片机任何一个端口想要获得较大的驱动能力,必须采用低电平输出。
  时钟晶体振荡频率为f_{osc}=11.0592MHZfosc​=11.0592MHZ
  时钟周期相当于T_{osc}=\frac{1}{f_{osc}} \approx 90.42nsTosc​=fosc​1​≈90.42ns
  复位电路的话通过给89C51等单片机的复位引脚RST加上大于2个机器周期的高电平(即24个时钟振荡周期)就可以使单片机复位。

KEIL工程:

  1.DAC0832的输出电压Vo与输入数字量B的关系是(采用的基准电压为-5V):
V_o=-\frac{(B*V_{REF})} {256}Vo​=−256(B∗VREF​)​
  2.两路0~5V的被测电压分别加到ADC0809的IN0和IN1通道,进行A/D转换,两路输入电压的大小可通过手动调节RV1和RV2来实现。通过鼠标滚轮来放大虚拟电压表的图标,可清楚地看到输入电压的测量结果。
  3.ADC0809采用的基准电压为+5V,转换所得结果二进制数字addata所代表的电压的绝对值为addata5V/256,而若将其显示到小数点后两位,不考虑小数点的存在(将其乘以100),其计算的数值为: (addata 100/256)5V≈addata1.96 V。控制小数点显示在左边第2、6位数码管上,即为实际的测量电压。
  4.使用功能键(P3^4)选择工作模式:当为高电平时,为DAC工作模式,数字量转模拟量,在示波器显示;当为低电平时为ADC工作模式,模拟量转数字量,在数码管显示。目前,单片机开机后只能切换一次模式,再返回原来模式要重启,待改进。
  5.鉴于51单片机的端口可能不够,我采用了82C55芯片来进行端口扩展,设置PA口为输入,其他口(PB、PC高四位、PC低四位)全为输出。

  头文件以及宏定义等:

/*====================================================Program:   单片机模/数和数/模实验******Encoding:  ANSITime:           2020/06/21Task:     选用单片机、数模0832、模数0809,可变电阻实现                   0~5v电压输出,或者选择电压调节器(如果有该器                   件)。                   数模转换实验:将可变电阻分压后的电压值,应用                   数码管显示,保留小数点后2位。                   模数转换实验:输出的幅值0~5v的方波,三角波,                   锯齿波(-5V~5V),应用示波器进行显示。Introduction:使用功能键(P3^4)选择工作模式:                  当为高电平时,为DAC工作模式,数字量转模拟量,                  在示波器显示-DAC;(注意要等示波器稳定后观察)                  当为低电平时为ADC工作模式,模拟量转数字量,                  在数码管显示-ADC。                  目前,单片机开机后只能切换一次模式,再返回原                  来模式要重启,待改进。=====================================================*/#include "reg52.h"#include "absacc.h"                                        //定义地址所需的头文件#include <intrins.h>                                //有各种移位和NOP指令#include <math.h>#define  PA8255  XBYTE[0xff7c]                //0xff7c为82C55PA端口地址#define  PB8255  XBYTE[0xff7d]                //0xff7d为82C55PB端口地址#define  PC8255  XBYTE[0xff7e]                //0xff7e为82C55PC端口地址#define  COM8255 XBYTE[0xff7f]                //0xff7f为82C55控制寄存器地址#define DAC_PORT P2 //DAC0832连接端口#define K_SQU 1        // 方波标志#define K_TRI 2        //三角波标志#define K_SAW 3        //锯齿波标志typedef unsigned char u8;typedef unsigned int u16;typedef unsigned long u32;sbit rst_8255=P3^5;                                 //82C55复位引脚sbit START        = P1^4;//连了ADC0808的ALE(CBA编码的锁存信号)sbit OE                = P1^3;sbit add_a  = P1^2;sbit add_b        = P1^1;sbit add_c        = P1^0;sbit DAC_CS_WR=P3^0; //DAC0832使能口sbit K1=P3^1;sbit K2=P3^2;sbit K3=P3^3;sbit Func=P3^4;u8 code Duanma[={0x3f,0x06,0x5b,0x4f,0x66,0x6d,0x7d,0x07,0x7f,0x6f,0x77,0x7c,0x39,0x5e,0x79,0x71};/*0123456789abcdef*/u8 code Weima[ ={0xfe,0xfd,0xfb,0xf7,0xef,0xdf,0xbf,0x7f};/*自左向右*/u8 TempData[8;                                        //全局显示变量u16 addata=0,addata1=0,i,adcflag=0,dacflag=0;//全局变量u8 mode;        //模式:u16 freq;        //频率u8 time;        //计次参数u8 AM;                //调幅

&#8195;&#8195;主函数:

int main(void){        while(1)        {                while(Func==1)                {                        if(dacflag==0)                        {                                DAC_Init();                                dacflag=1;                        }                        scanKey();//数字量转模拟量,在示波器显示-DAC                }                while(Func==0)                {                        if(adcflag==0)                        {                                ADC_Init();                                adcflag=1;                        }                        Gain();          //模拟量转数字量,在数码管显示-ADC                        Display(0,8);                }                        }}

&#8195;&#8195;初始化及子函数:

void DAC_Init(){        time=0;        DAC_CS_WR=0;        DAC_PORT=0;        mode=0;        freq=100;        //默认频率100Hz        AM=255;                //最大幅度                TMOD &= 0xF0;        //设置定时器模式        TMOD |= 0x02;        //设置定时器模式        TL0 = 0x9C;                //设置定时初值        TH0 = 0x9C;                        TF0 = 0;                //清除TF0标志        TR0 = 1;                //定时器0开始计时        EA = 1;         //开总中断        ET0 = 1;        //开定时器0中断}void ADC_Init(void)                {        //EA = 0;                        //关闭定时器        rst_8255=1;                        //reset_8255        delayms(1);        rst_8255=0;        COM8255=0x90;              //方式0,PA输入  PC高四位/PB/PC低四位全输出}void Timer0Work() interrupt 1 //中断服务函数{        switch(mode)        {            case K_SQU:squ_wave((u8)((time*freq/100)%100));break;  //计算出波的位置                case K_TRI:tri_wave((u8)((time*freq/100)%100));break;                case K_SAW:saw_wave((u8)((time*freq/100)%100));break;        }        time++;        if(time>=100)//计数100次                time=0;}

&#8195;&#8195;显示、数据处理函数等:

void Display(u8 FirstBit,u8 Num){        static u8 i=0;        PB8255=0xff;                //位码消隐        PC8255=0x00;                //段码消隐                PB8255=Weima[i+FirstBit;                //位码数据,从数码管从左到右的第一位开始对应        if(i==1||i==5)        {                PC8255=TempData[i+128;        //段码数据        }        else                PC8255=TempData[i;                //段码数据        //delayms(1);        i++;        if(i==Num)                i=0;}void Gain(void){        START=0;        add_a=0;                                 //采集第一路信号        add_b=0;        add_c=0;        START=1;                                 //根据时序图启动ADC0808的AD程序        START=0;        OE=1;                                        //转换结果允许输出         addata=PA8255;        addata=addata*1.96;                 //根据AD原理将采得的二进制数转换成可读的电压        OE=0;                        START=0;        add_a=1;                                 //采集第二路信号        add_b=0;        add_c=0;        START=1;                                 //根据时序图启动ADC0808的AD程序        START=0;        OE=1;                                        //转换结果允许输出         addata1=PA8255;        addata1=addata1*1.96;        //根据AD原理将采得的二进制数转换成可读的电压        OE=0;        Display(0,8);        //防止断帧    TempData[3=Duanma[addata%10;         //显示到数码管上        TempData[2=Duanma[addata/10%10;    TempData[1=Duanma[addata/100%10;        TempData[0=Duanma[addata/1000;        Display(0,8);        //防止断帧        TempData[7=Duanma[addata1%10;         //显示到数码管上        TempData[6=Duanma[addata1/10%10;    TempData[5=Duanma[addata1/100%10;        TempData[4=Duanma[addata1/1000;        }void scanKey(void){        if(K1==0)        {                mode=1;        }        if(K2==0)        {                mode=2;        }        if(K3==0)        {                mode=3;        }}void squ_wave(u8 location)//方波函数{                if(location<50){                DAC_PORT=AM;        }        else{                DAC_PORT=0x00;        }}void tri_wave(u8 location)//三角波函数{        u8 y;        if(location<50)                y=(50-location)*AM/50;        else                y=(location-50)*AM/50;        DAC_PORT=y;}void saw_wave(u8 location)//锯形波函数{        DAC_PORT=location*AM/100;}void delayms(u16 j){        u8 i;        for(;j>0;j--)        {                i=250;                while(--i);                i=249;                while(--i);        }}

参考文献
1.《单片机原理与接口技术》张毅刚
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点评

也很抱歉,单片机我不了解,看不懂,还是等开放注册吧,没几天了。  详情 回复 发表于 2022-2-22 11:08
Hmily 发表于 2022-2-22 11:08
游客 171.10.78.x 发表于 2022-2-21 19:43
那篇是做的一次实验简单的仿真,不过被多次转载,还有其他系列的仿真和代码,下面放的这个是比较大的仿真 ...

也很抱歉,单片机我不了解,看不懂,还是等开放注册吧,没几天了。
linhzye 发表于 2022-8-5 09:59
游客 171.10.78.x 发表于 2022-2-21 19:43
那篇是做的一次实验简单的仿真,不过被多次转载,还有其他系列的仿真和代码,下面放的这个是比较大的仿真 ...

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