一个NSOperation对象就代表一个操作,对象相当于GCD中的block。
一、NSOperation的作用:
配合使用NSOperation和NSOperationQueue也能实现多线程。
二、NSOperation和NSOperationQueue实现多线程的步骤:
步骤1: 先将需要执行的操作封装到一个NSOperation对象中;
步骤2: 系统会自动将NSOperationQueue中得NSOperation取出来;
步骤3: 将取出来的NSOperation封装的操作放到一条线程中执行。
三、NSOperation的子类
NSOperation是个抽象类,并不具备封装操作的能力,必须使用它的子类
四、使用NSOperation子类的方式有3种:
1> NSInvocationOperation
2> NSBlockOperation
3> 自定义子类继承NSOperation,实现内部相应的方法
五、使用方式:
方式1:用NSInvocationOperation, 代码如下:
重要级别:演示
- (void)viewDidLoad
{
[super viewDidLoad];
// 创建队列
NSOperationQueue *queue = [[NSOperationQueue alloc] init];
// 创建操作
NSInvocationOperation *operation = [[NSInvocationOperation alloc] initWithTarget:self selector:@selector(download) object:nil];
// operation直接调用start,是同步执行(在当前线程执行操作)
// [operation start];
// 添加操作到队列中,会自动异步执行 (如果不将operation加到队列中,直接[operation start];执行的话,就相当于调用 [self download], 不是异步执行,是在主线程执行的;添加到操作队列中,会开启一个新的线程,异步执行)
[queue addOperation:operation];
}
- (void)download
{
NSLog(@"download-----%@", [NSThread currentThread]);
}
方式2. 用NSBlockOperation,代码如下:
重要级别:了解(test1 test2 里面的是了解)
- (void)viewDidLoad
{
[super viewDidLoad];
[self test2];
}
- (void)test2
{
NSBlockOperation *operation1 = [NSBlockOperation blockOperationWithBlock:^{
NSLog(@"---下载图片----11---%@", [NSThread currentThread]);
}];
[operation1 addExecutionBlock:^{
NSLog(@"---下载图片----12---%@", [NSThread currentThread]);
}];
NSBlockOperation *operation2 = [NSBlockOperation blockOperationWithBlock:^{
NSLog(@"---下载图片----2---%@", [NSThread currentThread]);
}];
NSBlockOperation *operation3 = [NSBlockOperation blockOperationWithBlock:^{
NSLog(@"---下载图片----3---%@", [NSThread currentThread]);
}];
NSBlockOperation *operation4 = [NSBlockOperation blockOperationWithBlock:^{
NSLog(@"---下载图片----4---%@", [NSThread currentThread]);
}];
// 1.创建队列
NSOperationQueue *queue = [[NSOperationQueue alloc] init]; // 相当于GCD的全局并发队列,下面的四个操作都在新开启的线程中异步执行
// 主队列
// NSOperationQueue *queue = [NSOperationQueue mainQueue]; // 相当于GCD的主队列,下面的四个操作都在主队列执行
// 2.添加操作到队列中(自动异步执行)
[queue addOperation:operation1];
[queue addOperation:operation2];
[queue addOperation:operation3];
[queue addOperation:operation4];
}
- (void)test
{
NSBlockOperation *operation = [[NSBlockOperation alloc] init];
[operation addExecutionBlock:^{
NSLog(@"---下载图片----1---%@", [NSThread currentThread]);
}];
[operation addExecutionBlock:^{
NSLog(@"---下载图片----2---%@", [NSThread currentThread]);
}];
[operation addExecutionBlock:^{
NSLog(@"---下载图片----3---%@", [NSThread currentThread]);
}];
[operation start];
// 任务数量 > 1,才会开始异步执行(不然的话就是同步执行,在主线程做的)
}
## 下面的要掌握 ##
- (void)viewDidLoad
{
[super viewDidLoad];
}
- (void)touchesBegan:(NSSet *)touches withEvent:(UIEvent *)event
{
NSOperationQueue *queue = [[NSOperationQueue alloc] init];
[queue addOperationWithBlock:^{
// 1.异步下载图片
NSURL *url = [NSURL URLWithString:@"http://d.hiphotos.baidu.com/image/pic/item/37d3d539b6003af3290eaf5d362ac65c1038b652.jpg"];
NSData *data = [NSData dataWithContentsOfURL:url];
UIImage *image = [UIImage imageWithData:data];
// 2.回到主线程,显示图片
// [self performSelectorOnMainThread:<#(SEL)#> withObject:<#(id)#> waitUntilDone:<#(BOOL)#>];
// dispatch_async(dispatch_get_main_queue(), ^{
//
// });
[[NSOperationQueue mainQueue] addOperationWithBlock:^{
self.imageView.image = image;
}];
}];
}
- (void)dependency
{
/**
假设有A、B、C三个操作,要求:
1. 3个操作都异步执行
2. 操作C依赖于操作B
3. 操作B依赖于操作A
*/
// 1.创建一个队列(非主队列)
NSOperationQueue *queue = [[NSOperationQueue alloc] init];
// 2.创建3个操作
NSBlockOperation *operationA = [NSBlockOperation blockOperationWithBlock:^{
NSLog(@"A1---%@", [NSThread currentThread]);
}];
// [operationA addExecutionBlock:^{
// NSLog(@"A2---%@", [NSThread currentThread]);
// }];
//
// [operationA setCompletionBlock:^{
// NSLog(@"AAAAA---%@", [NSThread currentThread]);
// }];
NSBlockOperation *operationB = [NSBlockOperation blockOperationWithBlock:^{
NSLog(@"B---%@", [NSThread currentThread]);
}];
NSBlockOperation *operationC = [NSBlockOperation blockOperationWithBlock:^{
NSLog(@"C---%@", [NSThread currentThread]);
}];
// 设置依赖
[operationB addDependency:operationA];
[operationC addDependency:operationB];
// 3.添加操作到队列中(自动异步执行任务)
[queue addOperation:operationC];
[queue addOperation:operationA];
[queue addOperation:operationB];
}
- (void)maxCount
{
// 1.创建一个队列(非主队列,会创建新的线程)
NSOperationQueue *queue = [[NSOperationQueue alloc] init];
// 2.设置最大并发(如果设置为3,则最多同时并发执行3个任务)
queue.maxConcurrentOperationCount = ; // 如果设置为1,那么下面的任务是在新线程中依次执行的。
// 3.添加操作到队列中(自动异步执行任务,并发)
// 下面五个操作都异步执行,如果有的操作要在方法里面执行,可以用 操作5 这种形式去实现.
// 操作1
NSBlockOperation *operation1 = [NSBlockOperation blockOperationWithBlock:^{
NSLog(@"下载图片1---%@", [NSThread currentThread]);
}];
// 操作2
NSBlockOperation *operation2 = [NSBlockOperation blockOperationWithBlock:^{
NSLog(@"下载图片2---%@", [NSThread currentThread]);
}];
// 操作3
NSBlockOperation *operation3 = [NSBlockOperation blockOperationWithBlock:^{
NSLog(@"下载图片3---%@", [NSThread currentThread]);
}];
// 操作4
NSBlockOperation *operation4 = [NSBlockOperation blockOperationWithBlock:^{
NSLog(@"下载图片4---%@", [NSThread currentThread]);
}];
// 操作5
NSInvocationOperation *operation5 = [[NSInvocationOperation alloc] initWithTarget:self selector:@selector(download) object:nil];
[queue addOperation:operation1];
[queue addOperation:operation2];
[queue addOperation:operation3];
[queue addOperation:operation4];
[queue addOperation:operation5];
[queue addOperationWithBlock:^{
NSLog(@"下载图片5---%@", [NSThread currentThread]);
}];
[queue addOperationWithBlock:^{
NSLog(@"下载图片6---%@", [NSThread currentThread]);
}];
[queue addOperationWithBlock:^{
NSLog(@"下载图片7---%@", [NSThread currentThread]);
}];
[queue addOperationWithBlock:^{
NSLog(@"下载图片8---%@", [NSThread currentThread]);
}];
[queue addOperationWithBlock:^{
NSLog(@"下载图片9---%@", [NSThread currentThread]);
}];
[queue cancelAllOperations];
}
- (void)download
{
NSLog(@"download---%@", [NSThread currentThread]);
}
- (void)didReceiveMemoryWarning
{
[super didReceiveMemoryWarning];
// [queue cancelAllOperations]; // 取消队列中的所有任务(不可恢复)
}
- (void)scrollViewWillBeginDragging:(UIScrollView *)scrollView
{
// [queue setSuspended:YES]; // 暂停队列中的所有任务
}
- (void)scrollViewDidEndDragging:(UIScrollView *)scrollView willDecelerate:(BOOL)decelerate
{
// [queue setSuspended:NO]; // 恢复队列中的所有任务
}
- (void)baseUse
{
// 1.创建一个队列(非主队列)
NSOperationQueue *queue = [[NSOperationQueue alloc] init];
// 2.添加操作到队列中(自动异步执行任务,并发)
NSBlockOperation *operation1 = [NSBlockOperation blockOperationWithBlock:^{
NSLog(@"下载图片1---%@", [NSThread currentThread]);
}];
NSBlockOperation *operation2 = [NSBlockOperation blockOperationWithBlock:^{
NSLog(@"下载图片2---%@", [NSThread currentThread]);
}];
[queue addOperation:operation1];
[queue addOperation:operation2];
[queue addOperationWithBlock:^{
NSLog(@"下载图片3---%@", [NSThread currentThread]);
}];
// 3个操作并发执行
}
六、操作依赖:
1. NSOperation之间可以设置依赖来保证执行顺序
比如一定要让操作A执行完后,才能执行操作B,可以这么写:
[operationB addDependency:operationA]; // 操作B依赖于操作A
2. 可以在不同queue的NSOperation之间创建依赖关系:
aaarticlea/png;base64,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" alt="" width="408" height="151" />
- iOS多线程介绍
一.线程概述 有些程序是一条直线,起点到终点:有些程序是一个圆,不断循环,直到将它切断.直线的如简单的Hello World,运行打印完,它的生命周期便结束了,像昙花一现那样:圆如操作系统,一直运行直 ...
- [转] iOS多线程编程之Grand Central Dispatch(GCD)介绍和使用
介绍: Grand Central Dispatch 简称(GCD)是苹果公司开发的技术,以优化的应用程序支持多核心处理器和其他的对称多处理系统的系统.这建立在任务并行执行的线程池模式的基础上的.它首 ...
- iOS多线程主题
下面是:2个并发进程.和2个并发线程的示意图: 下面介绍三种多线程技术(Thread.Cocoa Operation.Grand Central Dispatch): 1.最轻量级Thread(需要自 ...
- iOS多线程技术方案
iOS多线程技术方案 目录 一.多线程简介 1.多线程的由来 2.耗时操作的模拟试验 3.进程和线程 4.多线程的概念及原理 5.多线程的优缺点和一个Tip 6.主线程 7.技术方案 二.Pthrea ...
- iOS多线程到底不安全在哪里?
iOS多线程安全的概念在很多地方都会遇到,为什么不安全,不安全又该怎么去定义,其实是个值得深究的话题. 共享状态,多线程共同访问某个对象的property,在iOS编程里是很普遍的使用场景,我们就从P ...
- iOS多线程的详情使用示例--简进祥
大家都知道,在开发过程中应该尽可能减少用户等待时间,让程序尽可能快的完成运算.可是无论是哪种语言开发的程序最终往往转换成汇编语言进而解释成机器码来执行.但是机器码是按顺序执行的,一个复杂的多步操作只能 ...
- iOS多线程
关于iOS多线程 概述 这篇文章中,我不会说多线程是什么.线程和进程的区别.多线程有什么用,当然我也不会说什么是串行.什么是并行等问题,这些我们应该都知道的. 在 iOS 中其实目前有 4 套多线程方 ...
- iOS多线程学习及总结
能有份网上的存储资料,备以后提升及参考 iOS 多线程编程 简介 一. iOS有三种多线程编程的技术,分别是: 1. NSThread 2. Cocoa NSOp ...
- iOS多线程杂论
iOS多线程的分布 (1) NSThread (2) NSOperation (3) GCD 现在对下面三个进行一个个的分析,希望那里说得不对的地方希望简友们帮我指点一二. 1,NSThread 优点 ...
- iOS多线程开发
概览 大家都知道,在开发过程中应该尽可能减少用户等待时间,让程序尽可能快的完成运算.可是无论是哪种语言开发的程序最终往往转换成汇编语言进而解释成机器码来执行.但是机器码是按顺序执行的,一个复杂的多步操 ...
随机推荐
- SQL2005四个排名函数(row_number、rank、dense_rank和ntile)的比较
排名函数是SQL Server2005新加的功能.在SQL Server2005中有如下四个排名函数: .row_number .rank .dense_rank .ntile 下面分别介绍一下这四个 ...
- LeetCode - Populating Next Right Pointers in Each Node
题目: Given a binary tree struct TreeLinkNode { TreeLinkNode *left; TreeLinkNode *right; TreeLinkNode ...
- 使用KeleyiSQLHelper类进行分页查询
本文适用于sql server单主键表或者视图进行分页查询,支持多字段排序. KeleyiSQLHelper类的最新代码请到http://hovertree.com/down/下载整个解决方案源代码查 ...
- MySQL的安装与配置
首先,到http://www.mysql.com/downloads/下载MySQL的安装文件mysql-installer,双击运行安装. 然后,配置环境变量,右键单击:我的电脑->高级-&g ...
- How to DEBUG a trigger or procedure
DEBUGGING STORED PROCEDURES Over the past several weeks, we’ve been working on debugging a stored pr ...
- dmesg 的时间戳处理
dmesg_with_human_timestamps () { $(type -P dmesg) "$@" | perl -w -e 'use strict; my ($upti ...
- GitHub上新建或删除仓库Repository
一:新建仓库 在首页的New Repository,点击进入页面,输入和项目同名的仓库名就可以了.
- 十一个行为模式之责任链模式(Responsible Chain Pattern)
定义: 将具有相同接口的责任类串行在一起,解耦请求的发送者和处理者.沿着这条链进行请求,直到有对象处理它为止. 结构图: Handler:抽象处理类,定义了所有责任类处理方法的接口,不同的处理方法在子 ...
- 七个结构模式之外观模式(Facade Pattern)
定义: 为子系统的一组接口提供一个统一的入口,从而降低系统之间的耦合度,提高子系统的可用性.外观模式又称为门面模式,是迪米特法则的一个体现,主要目的就是降低耦合. 结构图 Facade:抽象外观类,子 ...
- 如何去除My97 DatePicker控件上右键弹出官网的链接 - 如何debug混淆过的代码
概述 http://my97.net/是一个web浏览器的日期选择控件,非常好用,做得非常棒,各种API等事件等都很方便,但是使用了4.8beta3之后,在控件上面右击会出现官网链接 ,这个是PM以及 ...