<html xmlns="http://www.w3.org/1999/xhtml"> <head> <style> body, table{font-family: 微软雅黑; font-size: 13.5pt} table{border-collapse: collapse; border: solid gray; border-width: 2px 0 2px 0;} th{border: 1px solid gray; padding: 4px; background-color: #DDD;} td{border: 1px solid gray; padding: 4px;} tr:nth-child(2n){background-color: #f8f8f8;} </style> </head> <body> <div><span style="font-family: Consolas; font-size: 13.5pt; background-color: rgb(255, 255, 0);"><strong>中断源和中断向量:</strong></span> </div> <div><span style="font-family: Consolas; font-size: large;">    缺省情况下,AVR的程序存储区的最低端,即从Flash地址的0x0000开始用于放置中断向量,称做中断向量区。<strong>中断向量区大小 = 中断源个数 \* 每个中断向量占据字数</strong>。对于Flash比较小的AVR处理器,每个中断向量占据一个字的空间,用于放置一条相对转移指令 rjmp(跳转范围-2K~+2K),而Flash较大的AVR,每个中断向量占据两个字空间,用于放置一条绝对转移指令 jmp,用于跳转到相应中断的中断服务程序的起始地址。</span> </div> <div><span style="font-family: Consolas; font-size: large;"><img 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" 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" /></span></span> </div> <div><span style="font-family: Consolas; font-size: 13.5pt">在这21个中断中,包含1个非屏蔽中断(RESET)3个外部中断(INT0、INT1、INT2)和17个内部中断。</span> </div> <div><span style="font-family: Consolas; font-size: 13.5pt"> <table style="table-layout: fixed; word-break: break-all; width: 100%; empty-cells: show; margin-left: 0px; background-color:#EAF2D3;"> <tbody> <tr> <td><span style="font-family: Consolas; font-size: 13.5pt">RESET $000</span> </td> <td><span style="font-family: Consolas; font-size: 13.5pt">INT0 $002</span> </td> <td><span style="font-family: Consolas; font-size: 13.5pt">INT1 $004</span> </td> <td><span style="font-family: Consolas; font-size: 13.5pt">INT2 $024</span> </td> </tr> </tbody> </table></span> </div> <div><span style="font-family: Consolas; font-size: 13.5pt">INT0、INT1和INT2是3个外部中断源,它们是分别由芯片外部引脚PD2、PD3、PB2上的电平变化或状态触发的。通过对<strong><span style="color: #0000ff">控制寄存器MCUCR</span></strong>和<strong><span style="color: #0000ff">控制与状态寄存器MCUCSR</span></strong>的配置,外部中断可以定义为由PD2、PD3、PB2引脚上的电平的下降沿、上升沿、逻辑电平变化,或者<em>低电平触发(INT2仅支持电平变化的边沿触发</em>),这为外部硬件电路和设备向AVR申请中断服务提供了很大的方便。</span> </div> <div><span style="font-family: Consolas"><span style="font-size: 13.5pt; background-color: rgb(255, 255, 0);">\*\*</span>关于计数器的中断寄存器:TIMER2 COMP、TIMER2 OVF、TIMER1 CAPT、TIMER1 COMPA、TIMER1 COMPB、TIMER1 OVF、TIMER0 OVF、TIMER0 COMP这8个中断是来自于ATmega16内部的3个定时计数器触发的内部中断。定时器处在不同的工作模式下时,这些中断的发生条件和具体意义是不同的。</span> </div> <div><span style="font-family: Consolas"><br /></span> </div> <div><span style="font-family: Consolas"><br /></span> </div> <div> <hr noshade="noshade" style="font-family: Consolas; height: 0px; " /><span style="font-family: Consolas; font-size: 13.5pt; background-color: rgb(255, 255, 0);"><strong>ATmega16的中断控制:</strong></span> </div> <div><span style="font-family: Consolas">    1)、中断优先级的确定</span> </div> <div><span style="font-family: Consolas">         AVR单片机中,一个中断在中断向量区中的位置决定了它的优先级,位于低地址的中断优先级高于位于高地址的中断。所以 RESET 具有最高优先级。</span> </div> <div><span style="font-family: Consolas">         AVR单片机采用固定的硬件优先级方式,不支持通过软件对中断优先级的重新设定。当有多个中断源向MCU申请中断的情况中,MCU根据中断优先级的不同,把低优先级的中断挂起,首先响应中断优先级最高的那个中断。待优先级最高的中断服务程序执行完成返回后,再顺序响应低优先级的中断。</span> </div> <div><span style="font-family: Consolas"> 2)、中断标志</span> </div> <div><span style="font-family: Consolas">         AVR有两种机制不同的中断:带有中断标志的中断(可挂起)和不带中断标志的中断(不能挂起)</span><span style="font-family: Consolas; font-size: 13.5pt">。在 AVR 中,大多数的中断都属于带中断标志的中断。所谓的中断标志,是每个中断源在</span><span style="font-family: Consolas; font-size: 13.5pt">其 I/O 空间寄存器中具有自己的一个中断标志位。AVR 的硬件系统在每个时钟周期内都会检</span><span style="font-family: Consolas; font-size: large; ">测(接受)外部(内部)中断源的中断条件。一旦中断条件满足,AVR 的硬件就会将置位相</span><span style="font-family: Consolas; font-size: large; ">应的中断标志位(置为“1”),表示向 MCU 提起中断请求。</span> </div> <div><span style="font-family: Consolas; font-size: large; "><span style="font-size: 18px; "> 3)、中断屏蔽与管理</span></span> </div> <div><span style="font-family: Consolas; font-size: 13.5pt">         AVR 对中断采用两级控制方式。两级控制是指 AVR 有一</span><span style="font-family: Consolas; font-size: large; ">个中断允许的总控制位 I(既 <span style="color: #0000ff"><strong>AVR 标志寄存器 SREG 中的 I 标志位“SREG.7”</strong></span>),通常称为<span style="color: #0000ff"><em>全</em></span></span><span style="font-family: Consolas; font-size: large; "><span style="color: #0000ff"><em>局中断允许控制位</em></span>。同时 AVR 为每一个中断源都设置了独立的中断允许位,这些中断允许位</span><span style="font-family: Consolas; font-size: large; ">分散位于各中断源所属模块的控制寄存器中。</span> </div> <div><span style="font-family: Consolas; font-size: 13.5pt"> <table style="table-layout: fixed; word-break: break-all; width: 100%; empty-cells: show; margin-left: 0px; background-color:#EAF2D3;"> <tbody> <tr> <td><span style="font-family: Consolas; font-size: 13.5pt">▋AVR响应一个可屏蔽中断源(假定为A中断)的中断的条件是:<br /> <span style="background-color: rgb(255, 255, 0);">响应A中断 = 全局中断允许标志 AND 中断A允许标志位 AND 中断A标志</span><br /> <span style="color: #0000ff"><em>当某个中断条件成立后,硬件会自动将该中断的标志位置"1",表示中断产生,同时也作为申请中断服务的请求信号。如果该中断的允许位为"1",同时AVR的全局中断允许位 I 也是"1"时,那么MCU在执行完当前一条指令之后就会响应该中断。</em></span><br />▋AVR复位后,各个中断允许位以及全局中断允许位均被清零,这保证了程序在开始执行时(一般程序开头是对芯片内部以及外围系统的初始化设置)不会受到中断的干扰。<br />▋AVR复位后的用户初始化程序中,需要先对需要使用的中断源进行必要的配置,待系统初始化过程结束后在置位 I ,使系统进入正常的工作状态,开始响应中断请求。</span> </td> </tr> </tbody> </table></span> </div><span style="font-family: Consolas; font-size: 13.5pt"></span> <div><span style="font-family: Consolas; font-size: 13.5pt"> 4)、中断嵌套</span> </div> <div><span style="font-family: Consolas">         AVR在响应一个中断的过程中通过硬件将 I 标志位自动清零,这样就阻止了MCU响应其它中断。通常情况下,<span style="color: #0000ff">AVR是不能自动实现中断嵌套的</span>。如果系统中必须要实现中断嵌套的应用,用户可以在中断服务程序中使用指令将全局中断允许位开放,通过间接的方式实现中断的嵌套处理。</span> </div> <div><span style="font-family: Consolas">      <span style="font-size: 13.5pt">   滥用中断嵌套会造成程序流程的不确定性。因此建议只有当某中断确实需</span></span><span style="font-family: Consolas; font-size: large; ">要得到实时响应时才考虑使用中断嵌套处理,一般情况下尽量不要采用中断嵌套,因为 AVR </span><span style="font-family: Consolas; font-size: large; ">本身是高速单片机,它运行速度是能足够快速的将中断服务程序执行完的。当然,用户编写</span><span style="font-family: Consolas; font-size: large; ">中断服务程序时,应遵循尽量短小的原则。</span> </div> <div><span style="font-family: Consolas; font-size: large; "><br /></span> </div> <div><span style="font-family: Consolas; font-size: large; "><br /></span> </div> <div> <hr noshade="noshade" style="font-size: large; font-family: Consolas; height: 0px; " /><span style="font-family: Consolas; font-size: 13.5pt; background-color: rgb(255, 255, 0);"><strong>AVR的中断响应过程:</strong></span> </div> <div><span style="font-family: Consolas; font-size: large; ">1)、中断响应的过程</span> </div> <div><span style="font-family: Consolas; font-size: large; ">AVR在响应中断请求时,MCU会使用4个时钟周期自动顺序的完成以下任务:</span> </div> <div><span style="font-family: Consolas; font-size: large; ">▶ 清零状态寄存器SREG中的全局中断允许标志位 I ,禁止响应其他中断。</span> </div> <div><span style="font-family: Consolas; font-size: large; ">▶ 将被响应中断的标志位清零(这个只是部分中断有此操作)。</span> </div> <div><span style="font-family: Consolas; font-size: large; ">▶ 将中断断点的地址(即当前程序计数器PC的值)压入堆栈,并将SP寄存器中的堆栈指针减二。</span> </div> <div><span style="font-family: Consolas; font-size: large; ">▶ 自动将相应的中断向量地址压入程序计数器PC,即强行转入执行中断入口地址处的指令。</span> </div> <div><span style="font-family: Consolas; font-size: large; ">中断响应过程全部由硬件自己实现,不需要用户干预。</span> </div> <div><span style="font-family: Consolas; font-size: large; ">2)、中断返回的过程</span> </div> <div><span style="font-family: Consolas; font-size: large; ">AVR一旦执行中断返回RETI指令,MCU便开始了中断返回的过程。AVR在中断返回过程中,使用4个时钟周期自动按顺序完成以下任务:</span> </div> <div><span style="font-family: Consolas; font-size: large; ">▶ 从栈顶弹出2个字节的数据,将这两个数据压入程序计数器PC中,并将SP寄存器中的堆栈指针加2。</span> </div> <div><span style="font-family: Consolas; font-size: large; ">▶ 置位状态寄存器SREG中的全局中断允许标志位I,允许响应其他中断。</span> </div> <div><span style="font-family: Consolas; font-size: large; ">中断返回后,会检测中断标志,如果存在其他被挂起的中断,则AVR在中断返回后还需执行一条指令,被挂起的中断才会得到响应。</span> </div> <div><span style="font-family: Consolas; font-size: large; ">3)、中断现场的保护</span> </div> <div><span style="font-family: Consolas; font-size: large; ">AVR的中断响应和返回过程主要都是由硬件自动完成的,而在整个过程中用户程序的作用在于:</span> </div> <div><span style="font-family: Consolas; font-size: large; ">▶ 中断入口处的指令。用于指引MCU转移到中断服务程序。</span> </div> <div><span style="font-family: Consolas; font-size: large; ">▶ 中断服务程序。完成中断服务的功能。</span> </div> <div><span style="font-family: Consolas; font-size: large; ">▶ 中断返回指令。指引MCU从中断服务程序中返回。</span> </div> <div><span style="font-family: Consolas; font-size: large; "> <table style="table-layout: fixed; word-break: break-all; width: 100%; empty-cells: show; margin-left: 0px; background-color:#EAF2D3;"> <tbody> <tr> <td><span style="font-family: Consolas; font-size: 13.5pt"> 为了提高中断响应的实时性,AVR在中断响应和返回过程中,硬件上的处理仅仅保护和恢复了中断的断点(PC值)。而对中断现场没有采取任何处理。<br /> 因此,中断现场的保护工作需要用户在自己编写的中断服务程序中通过软件完成,以保证主程序在被打断时所使用的标志位和临时寄存器等不会被中断服务程序改变,例如,对状态寄存器SREG的保护等!</span> </td> </tr> </tbody> </table></span> </div> <div><span style="font-family: Consolas; font-size: 13.5pt"><br /></span> </div> <div><span style="font-family: Consolas; font-size: 13.5pt"><br /></span> </div> <div><span style="font-family: Consolas; font-size: 13.5pt"> <hr noshade="noshade" style="height: 0px;" /><strong>中断服务程序编写:</strong>(三个框架)中断向量区部分、主程序部分和中断服务程序部分。</span> </div> <div><span style="font-family: Consolas">1)、中断向量区部分</span> </div> <div><span style="font-family: Consolas">    缺省情况下,AVR的中断向量区在Flash程序存储器的最低端。最开始的0x0000是不可屏蔽的复位上电的中断向量,此处有一条转移到主程序开始处的跳转指令。</span> </div> <div><span style="font-family: Consolas">2)、主程序部分</span> </div> <div><span style="font-family: Consolas">    单片机主程序的开始阶段通常要对整个系统已经芯片本身进行初始化设置,然后才能进入正常的工作流程中。分为:堆栈指针的初始化、中断源设置、开放全局中断、各中断源相应的中断允许设置。</span> </div> <div><span style="font-family: Consolas"> <table style="table-layout: fixed; word-break: break-all; width: 100%; empty-cells: show; margin-left: 0px; background-color:#EAF2D3;"> <tbody> <tr> <td><span style="font-family: Consolas; font-size: 13.5pt"> 开放中断源本身的中断允许位之前,最好先使用指令将该中断的中断标志位清除,然后马上将中断允许位置“1”。<br /> 在开放中断前清楚可能存在的中断标志,保证了中断开放后不会形成一次“多余”的中断,这个“多余”的中断有时会造成致命的错误。因为在对中断源进行设置过程中,或中断源对应的硬件模块在工作中都有可能改变中断标志位。</span> </td> </tr> </tbody> </table></span> </div> <div><span style="font-family: Consolas; font-size: 13.5pt">3)、中断服务程序</span> </div> <div><span style="font-family: Consolas; font-size: 13.5pt">    由于在中断向量处通常放置一条转移指令,用于再次跳转到中断服务程序的开始处,所以中断服务程序可以放置在FLASH空间的任何地方。</span> </div> <div><span style="font-family: Consolas; font-size: 13.5pt"> <table style="table-layout: fixed; word-break: break-all; width: 100%; empty-cells: show; margin-left: 0px; background-color:#EAF2D3;"> <tbody> <tr> <td><span style="font-family: Consolas; font-size: 13.5pt">中断服务程序中要考虑被中断现场的保护和恢复问题。中断的产生和响应是随机的,而且在中断服务程序中经常要使用一些寄存器,或对RAM中的变量进行操作,也会有判断和跳转的操作,这些指令可能会改变SREG中的标志位,所以必须确保当从中断服务程序返回时,被中断服务程序改变的现场全部正确的恢复,这样当中断返回后,主程序才能正确继续运行下去。</span> </td> </tr> </tbody> </table></span> </div> <div><span style="font-family: Consolas; font-size: 13.5pt"><br /></span> </div> <div><span style="font-family: Consolas; font-size: 13.5pt"> 除了一些必须在中断中完成的工作外,对于那些不需要马上处理的工作,如键盘处理、扫描显示等应该放在主程序中完成,也就是说,<strong>中断服务程序应尽可能的短</strong>。中断服务程序短,不是程序指令少,而是执行一次中断服务程序所需要的时间短。<strong>尽量减少中断服务程序的执行时间有以下优点:</strong></span> </div> <div><span style="font-family: Consolas">▋可以不必采用中断嵌套技术。AVR的硬件不支持自动的中断嵌套处理,因此中断执行时间短的话能够尽快的响应其他被挂起的中断,提供系统总体的实时响应速度。</span> </div> <div><span style="font-family: Consolas">▋能够防止丢失周期性中断或其它短时中断。列如,当系统有一个1ms产生一次的周期型中断源,你的中断服务程序就必须在1ms完成,否则将会造成下一个中断的“丢失”。</span> </div> <div><span style="font-family: Consolas"> <table style="table-layout: fixed; word-break: break-all; width: 100%; empty-cells: show; margin-left: 0px; background-color:#EAF2D3;"> <tbody> <tr> <td><span style="font-family: Consolas; font-size: 13.5pt"> 有很多情况下,中断仅仅表示外围设备或内部功能部件的工作过程已经达到某种状态,但不需要马上去处理,或者允许在一个比较充裕的限定时间内处理,这就可以将它们的处理工作放到主程序中完成。在这种情况下,最好的方式就是定义和使用信号量或标志变量,在中断服务程序中只是简单的对这些信号量或标志量进行必要的设置,不做其他处理就马上返回主程序,由主程序中根据这些信号量或表质量的值进行和完成处理工作。<br /> 这样做的另一个好处是,可以大大减少中断服务程序中的对中断现场保护和恢复的工作,从而又减少了中断程序的执行时间,同时也节省了堆栈空间和FLASH空间(代码少了)。</span> </td> </tr> </tbody> </table></span> </div> <div><span style="font-family: Consolas"><br /></span> </div> <div> </div> </body> </html>