一、有关I/O接口的基本概念 二、 I/O端口与其编址方式 三、 主机与外设之间的数据传送方式 四、 有关中断的基本概念 五、 8259A可编程中断控制器 六、 8086中断系统 七、 输入/输出及8259A应用举例 八、 8086CPU中断响应流程

7-1 单片机并行接口PIO 7-2 定时/计数器电路CTC 7-3 可编程并行接口芯片 7-5 串行I/O接口SIO

6-1 I/O信号及寻址方式 6-2 I/O控制方式 6-3 中断技术 6-4 MCS-51中断系统

2.0 数据通道概述 2.1 数据采集系统的组成结构 2.2 信号调理 2.2.1 传感器的选用 2.2.2 运用前置放大器的依据 2.2.3 信号调理通道中的常用放大器 2.2.4 V/I和I/V转换电路

一、 I/O接口功能 二、 I/O端口及其寻址方式 三、输入/输出方式 及CPU与外设通信的接口 四、 8086CPU的输入/输出 五、总线简述

一阶必要条件 定理1:若(1)x*是等式约束问题的局部最优解; (2)f(x)与c(x)(i=1,2,)在x的某邻域内连续可微; (3)c,(x)(i=1,2,)线性无关;

I guess I have to come out to reply to those who concern with the nature rate of unemployment. First, What is the natural rate of unemployment? It is assumed to be the unemployment rate at the steady state or equilibrium. Note that equilibrium here is not referred to the common demand-supply equilibrium, but to a state at which things are not changed, or remain the same. More specifically, suppose we can have an economy that could be expressed by the following dynamic system

I guess I have to come out to reply to those who concern with the nature rate of unemployment. First, What is the natural rate of unemployment? It is assumed to be the unemployment rate at the steady state or equilibrium. Note that equilibrium here is not referred to the common demand-supply equilibrium, but to a state at which things are not changed, or remain the same. More specifically, suppose we can have an economy that could be expressed by the following dynamic system

3-2 试编写一个算法，在带表头结点的单链表中寻找第 i 个结点。若找到，则函数返回第 i 个结点的 地址；若找不到，则函数返回 0

第四章向量组的线性相关性 4.1向量及其运算 1.向量:n个数a1,a2,an构成的有序数组,记作a=(a1,a2,an), 称为n维行向量 a称为向量a的第i个分量 a;∈R称a为实向量(下面主要讨论实向量) a∈C称a为复向量 零向量:θ=(0,0,…,0) 负向量:(-a)=(-a1,-a2,…,-an) 2.线性运算:a=(a1,a2,,an),B=(b1,b2,bn) 相等:若a1=b(i=1,2,,n),称a=B. 加法:a+B=(a1+b1,a2+b2,,an+bn) 数乘:ka=(ka1,ka2,,kan)