C# 8 - using声明 和 异步流
<div class="OutlineElement Ltr SCXO236084851 BCX0"><p class="Paragraph SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="none">这两个主题没什么关系,但是怕文章太短被移除主页。</span></p>
<h1 class="Paragraph SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="none">using声明</span></h1>
<h2 class="Paragraph SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="none">using<span class="TextRun SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="none">语句块<span class="EOP SCXO236084851 BCX0"> </span></span></span></h2>
</div>
<div class="OutlineElement Ltr SCXO236084851 BCX0">
<p class="Paragraph SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">尽管<span class="TextRun SCXO236084851 BCX0" data-contrast="auto">.NET Core<span class="TextRun SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">运行时有垃圾收集器(<span class="TextRun SCXO236084851 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="auto">GC<span class="TextRun SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">)来负责内存清理工作,但是我们还是要自己确保当非托管资源不再使用的时候应该被清理掉。以前针对实现了<span class="TextRun SCXO236084851 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="auto">IDisposable<span class="TextRun SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">接口的对象,我们经常会使用using<span class="TextRun SCXO236084851 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="auto"><span class="NormalTextRun SCXO236084851 BCX0"> <span class="TextRun SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">语句块来这样做:<span class="EOP SCXO236084851 BCX0"> </span></span></span></span></span></span></span></span></span></span></span></p>
</div>
<div class="OutlineElement Ltr SCXO236084851 BCX0">
<div class="WACImageContainer Selected SCXO236084851 BCX0"><span id="{cfca82c9-aec3-470b-a19b-a9805aa05eab}{43}" class="WACAltTextDescribedBy SCXO236084851 BCX0"><img class="WACImage SCXO236084851 BCX0" src="data:image/png;base64,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" alt="class
O references
static void Mgin(stringC]
gx•gs
using (var
= new DbConnection(
db
Console.WriteLine("Start using db...."
Console.WriteLine("End of the Main method");
I reference
public class DbConnection
O references
public void Dispose()
IDisposable
Console.WriteLine( "Db Connection Disposed"); "></span></div>
</div>
<div class="OutlineElement Ltr SCXO236084851 BCX0">
<p class="Paragraph SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto"><span class="NormalTextRun SCXO236084851 BCX0"><span class="EOP SCXO236084851 BCX0"> </span></span></span></p>
</div>
<div class="OutlineElement Ltr SCXO236084851 BCX0">
<p class="Paragraph SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">这时候它的输出是这样的:<span class="EOP SCXO236084851 BCX0"> </span></span></p>
</div>
<div class="OutlineElement Ltr SCXO236084851 BCX0">
<div class="WACImageContainer Selected SCXO236084851 BCX0"><span id="{cfca82c9-aec3-470b-a19b-a9805aa05eab}{44}" class="WACAltTextDescribedBy SCXO236084851 BCX0"><img class="WACImage SCXO236084851 BCX0" src="data:image/png;base64,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" alt="Start using db.
Db Connection Disposed
End of the main method "></span></div>
</div>
<div class="OutlineElement Ltr SCXO236084851 BCX0">
<p class="Paragraph SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto"><span class="NormalTextRun SCXO236084851 BCX0"><span class="EOP SCXO236084851 BCX0"> </span></span></span></p>
</div>
<div class="OutlineElement Ltr SCXO236084851 BCX0">
<p class="Paragraph SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">这样写还是有一点麻烦的,能简单一些就好了。但是而如果不使用<span class="TextRun SCXO236084851 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="auto">using<span class="TextRun SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">语句的话,那资源就不会被清理:<span class="EOP SCXO236084851 BCX0"> </span></span></span></span></p>
</div>
<div class="OutlineElement Ltr SCXO236084851 BCX0">
<div class="WACImageContainer Selected SCXO236084851 BCX0"><span id="{cfca82c9-aec3-470b-a19b-a9805aa05eab}{45}" class="WACAltTextDescribedBy SCXO236084851 BCX0"><img class="WACImage SCXO236084851 BCX0" src="data:image/png;base64,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" alt="Mgin(stringC]
static void
args
new DbConnection( )
db
var
.WriteLine("Start using db...."
Console
Console.WriteLine("End of the Main method"); "></span></div>
</div>
<div class="OutlineElement Ltr SCXO236084851 BCX0">
<p class="Paragraph SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto"><span class="NormalTextRun SCXO236084851 BCX0"><span class="EOP SCXO236084851 BCX0"> </span></span></span></p>
</div>
<div class="OutlineElement Ltr SCXO236084851 BCX0">
<p class="Paragraph SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">其输出就没有<span class="TextRun SCXO236084851 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="auto">disposed<span class="TextRun SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">那段了:<span class="EOP SCXO236084851 BCX0"> </span></span></span></span></p>
</div>
<div class="OutlineElement Ltr SCXO236084851 BCX0">
<div class="WACImageContainer Selected SCXO236084851 BCX0"><span id="{cfca82c9-aec3-470b-a19b-a9805aa05eab}{46}" class="WACAltTextDescribedBy SCXO236084851 BCX0"><img class="WACImage SCXO236084851 BCX0" src="data:image/png;base64,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" alt="Start using db.
End of the main method "></span></div>
</div>
<div class="OutlineElement Ltr SCXO236084851 BCX0">
<p class="Paragraph SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto"><span class="NormalTextRun SCXO236084851 BCX0"><span class="EOP SCXO236084851 BCX0"> </span></span></span></p>
</div>
<div class="OutlineElement Ltr SCXO236084851 BCX0">
<h2 class="Paragraph SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="none">using<span class="TextRun SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="none">声明<span class="EOP SCXO236084851 BCX0"> </span></span></span></h2>
</div>
<div class="OutlineElement Ltr SCXO236084851 BCX0">
<p class="Paragraph SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">但是从C#<span class="TextRun SCXO236084851 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="auto"> 8<span class="TextRun SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">开始,我们可以使用<span class="TextRun SCXO236084851 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="auto">using<span class="TextRun SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">声明来做这件事了,要比之前的using语句块简单一些,直接看例子:<span class="EOP SCXO236084851 BCX0"> </span></span></span></span></span></span></p>
</div>
<div class="OutlineElement Ltr SCXO236084851 BCX0">
<div class="WACImageContainer Selected SCXO236084851 BCX0"><span id="{cfca82c9-aec3-470b-a19b-a9805aa05eab}{47}" class="WACAltTextDescribedBy SCXO236084851 BCX0"><img class="WACImage SCXO236084851 BCX0" src="data:image/png;base64,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" alt="static v
Elgin(stringC]
gx•gs
= new DbConnection()
db
using var
Console.WriteLine("Start using db...."
Console.WriteLine("End of the Main method"); "></span></div>
</div>
<div class="OutlineElement Ltr SCXO236084851 BCX0">
<p class="Paragraph SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">就是在定义变量前面的地方使用using声明。<span class="EOP SCXO236084851 BCX0"> </span></span></p>
</div>
<div class="OutlineElement Ltr SCXO236084851 BCX0">
<p class="Paragraph SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto"><span class="NormalTextRun SCXO236084851 BCX0"><span class="EOP SCXO236084851 BCX0"> </span></span></span></p>
</div>
<div class="OutlineElement Ltr SCXO236084851 BCX0">
<p class="Paragraph SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">这样做的话,在Main方法走完的时候,db这个资源是可以被清理掉的:<span class="EOP SCXO236084851 BCX0"> </span></span></p>
</div>
<div class="OutlineElement Ltr SCXO236084851 BCX0">
<div class="WACImageContainer Selected SCXO236084851 BCX0"><span id="{cfca82c9-aec3-470b-a19b-a9805aa05eab}{48}" class="WACAltTextDescribedBy SCXO236084851 BCX0"><img class="WACImage SCXO236084851 BCX0" src="data:image/png;base64,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" alt="Start using db.
End of the main method
b Connection Disposed "></span></div>
</div>
<div class="OutlineElement Ltr SCXO236084851 BCX0">
<p class="Paragraph SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">可以看到db被Disposed了,但是您肯定也发现了不同之处:最后两行输出的顺序发生了变化。<span class="EOP SCXO236084851 BCX0"> </span></span></p>
</div>
<div class="OutlineElement Ltr SCXO236084851 BCX0">
<p class="Paragraph SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto"><span class="NormalTextRun SCXO236084851 BCX0"><span class="EOP SCXO236084851 BCX0"> </span></span></span></p>
</div>
<div class="OutlineElement Ltr SCXO236084851 BCX0">
<p class="Paragraph SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">在使用using语句块的时候,清理动作发生在using块结束的时候:<span class="EOP SCXO236084851 BCX0"> </span></span></p>
</div>
<div class="OutlineElement Ltr SCXO236084851 BCX0">
<div class="WACImageContainer Selected SCXO236084851 BCX0"><span id="{cfca82c9-aec3-470b-a19b-a9805aa05eab}{49}" class="WACAltTextDescribedBy SCXO236084851 BCX0"><img class="WACImage SCXO236084851 BCX0" src="data:image/png;base64,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" alt="using (var
= new DbConnection(
db
Console.WriteLine("Start using db...." "></span></div>
</div>
<div class="OutlineElement Ltr SCXO236084851 BCX0">
<p class="Paragraph SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto"><span class="NormalTextRun SCXO236084851 BCX0"><span class="EOP SCXO236084851 BCX0"> </span></span></span></p>
</div>
<div class="OutlineElement Ltr SCXO236084851 BCX0">
<p class="Paragraph SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">而使用using声明以后,清理动作会发生超出db作用范围的时候,也就是离开Main方法的时候:<span class="EOP SCXO236084851 BCX0"> </span></span></p>
</div>
<div class="OutlineElement Ltr SCXO236084851 BCX0">
<div class="WACImageContainer Selected SCXO236084851 BCX0"><span id="{cfca82c9-aec3-470b-a19b-a9805aa05eab}{50}" class="WACAltTextDescribedBy SCXO236084851 BCX0"><img class="WACImage SCXO236084851 BCX0" src="data:image/png;base64,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" alt="static void Elgin(stringC]
gx•gs
new DbConnection()
db
using var
Console.WriteLine("Start using db...."
Console.WriteLine("End of the Main method"); "></span></div>
</div>
<div class="OutlineElement Ltr SCXO236084851 BCX0">
<p class="Paragraph SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto"><span class="NormalTextRun SCXO236084851 BCX0"><span class="EOP SCXO236084851 BCX0"> </span></span></span></p>
</div>
<div class="OutlineElement Ltr SCXO236084851 BCX0">
<h2 class="Paragraph SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN">用法</h2>
</div>
<div class="OutlineElement Ltr SCXO236084851 BCX0">
<p class="Paragraph SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">using语句块和using声明还是要结合具体情况来使用。。。<span class="EOP SCXO236084851 BCX0"> </span></span></p>
<p class="Paragraph SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO236084851 BCX0" style="background-color: rgba(255, 255, 0, 1); color: rgba(255, 0, 0, 1); font-size: 18pt" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto"><span class="EOP SCXO236084851 BCX0"><strong><span class="TextRun SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto"><span class="EOP SCXO236084851 BCX0">更详细内容请点击:<span style="background-color: rgba(255, 255, 0, 1); color: rgba(255, 0, 0, 1)">官方教程</span>。</span></span></strong></span></span></p>
<p class="Paragraph SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN"> </p>
<h1 class="Paragraph SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO236084851 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto"><span class="EOP SCXO236084851 BCX0">异步流 Asynchronous Streams</span></span></h1>
<div class="OutlineElement Ltr SCXO231572051 BCX0">
<h2 class="Paragraph SCXO231572051 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO231572051 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="none">例子<span class="EOP SCXO231572051 BCX0"> </span></span></h2>
</div>
<div class="OutlineElement Ltr SCXO231572051 BCX0">
<div class="WACImageContainer Selected SCXO231572051 BCX0"><span id="{b0d55dc1-1b94-4295-a829-9606884be477}{17}" class="WACAltTextDescribedBy SCXO231572051 BCX0"><img class="WACImage SCXO231572051 BCX0" src="data:image/png;base64,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" alt="private static int Threadld
Thread . CurrentThread . ManagedThreadId ;
O references
static void Elgin(stringC]
gx•gs
new NumberFactory();
var factory =
Console. WriteLine($"
{Threadld}-
Enumerating numbers ");
foreach (var number in factory.GenerateNumbers( count: 5))
Console.WriteLine($"
--{ThreadId}
Console.WriteLine($"
{Threadld}-
{number}."),
Received number:
numbers received." , "></span></div>
</div>
<div class="OutlineElement Ltr SCXO231572051 BCX0">
<p class="Paragraph SCXO231572051 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO231572051 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">这是一个很简单的控制台程序。它有一个<span class="TextRun SCXO231572051 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="auto">NumberFactory<span class="TextRun SCXO231572051 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">,它可以根据传递的参数来产生一串数字(<span class="TextRun SCXO231572051 BCX0" data-contrast="auto">IEnumerable<span class="TextRun SCXO231572051 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="auto"><<span class="TextRun SCXO231572051 BCX0" data-contrast="auto">int><span class="TextRun SCXO231572051 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">)。然后在这个程序中把每个数字都打印出来,同时在前边显示出当前的线程ID。<span class="EOP SCXO231572051 BCX0"> </span></span></span></span></span></span></span></span></p>
</div>
<div class="OutlineElement Ltr SCXO231572051 BCX0">
<p class="Paragraph SCXO231572051 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO231572051 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto"><span class="NormalTextRun SCXO231572051 BCX0"><span class="EOP SCXO231572051 BCX0"> </span></span></span></p>
</div>
<div class="OutlineElement Ltr SCXO231572051 BCX0">
<p class="Paragraph SCXO231572051 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO231572051 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">这里面的<span class="TextRun SCXO231572051 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="auto">NumberFactory<span class="TextRun SCXO231572051 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">也是非常的简单:<span class="EOP SCXO231572051 BCX0"> </span></span></span></span></p>
</div>
<div class="OutlineElement Ltr SCXO231572051 BCX0">
<div class="WACImageContainer Selected SCXO231572051 BCX0"><span id="{b0d55dc1-1b94-4295-a829-9606884be477}{18}" class="WACAltTextDescribedBy SCXO231572051 BCX0"><img class="WACImage SCXO231572051 BCX0" src="data:image/png;base64,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" alt="public class NumberFactory
I reference
public IEnumerable<int> GenerateNumbers(int count)
for (int i =
0; i < count;
Task. Delay(1ØØØ) .Wait();
yield return i + 1; "></span></div>
</div>
<div class="OutlineElement Ltr SCXO231572051 BCX0">
<p class="Paragraph SCXO231572051 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO231572051 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">这里我做了延迟,模拟读取外部资源的效果。<span class="EOP SCXO231572051 BCX0"> </span></span></p>
</div>
<div class="OutlineElement Ltr SCXO231572051 BCX0">
<p class="Paragraph SCXO231572051 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO231572051 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto"><span class="NormalTextRun SCXO231572051 BCX0"><span class="EOP SCXO231572051 BCX0"> </span></span></span></p>
</div>
<div class="OutlineElement Ltr SCXO231572051 BCX0">
<p class="Paragraph SCXO231572051 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO231572051 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">运行程序(文章考不到挨个输出的停顿效果):<span class="EOP SCXO231572051 BCX0"> </span></span></p>
</div>
<div class="OutlineElement Ltr SCXO231572051 BCX0">
<div class="WACImageContainer Selected SCXO231572051 BCX0"><span id="{b0d55dc1-1b94-4295-a829-9606884be477}{19}" class="WACAltTextDescribedBy SCXO231572051 BCX0"><img class="WACImage SCXO231572051 BCX0" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAQAAAABNCAIAAADGoS03AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAV5SURBVHhe7dw9TuNAGIBhs9dIkJY6B4gokHb7lGnQSnsBKCMhcYCVkFKSC6y0okmZfpEoUA6QepEg52Dnmz+PwWPHjolN8j4NydgZj+d/kjEJAAAAAAAAAAAAmjG4/HN//+dyYN92kKTwZmTf7L0v9m9luiB3m1Hmkl6Xa9HoptuVHE6tBqCK9/46eVzat7u0nH5zftyubOBnsrr98VmTvpdqNIDB5XkyVWX4ZN+3zQzZ0iizA0N2KPd9snpxc2nGEveptLP2sYQduIpIvfPjT3AkON9dypw2GSa98cwc8InwMQTJUkw6fUxh9OknjMIBNxaPCTevN82H4NJhYNX88WGiMPGtqdEAVB92tbCvu2I4OX++kGHhYp6Mf5bl9HB8fPdtujSfupive8cnEqxKd6KatjZ9Gc+CElO1eXb6KFeQC1ybIlbFe/ZgTlexDSe65HUPL5Gv5zpBisstc0hdz7wN5aZ/dDMbv5j0yIdUhKX53kg+yJHJTB0SQUZUz59rl37RuUqj1V4DtGQ4sf1JtkdZTu2sYvX0kvS/+i4o33r+e5H8e14nyzvzKf2J0dlQH9AWv+fr4Vl6BVX7zBXkAlbYEywetpoQ5qV/8LWfLB/MBVZ/H4PqGddEPgg107S3JjdmgivnjwjP6STdAGIjVdURrKl4CgRrgIZ7FKlv6bTlfjbuhTXo5UnXEGVx5afw4X2pSU/DpCq5+jP4ftpbP//Tr1tSPX9UB3Ex79sea7ti/zi6AZix2QrqVSw8pql4WiH1LZ22aK6i55MRPvEfUDOJj2BHPJkLFafmw1XOH+FKXjeETraB1qdAZln1EXkT9KCqqy7vodVg3yufN6dOjnu+4xvdZONX84re6feSGUgJNeVoZLyrmg8ZcmN2glQ1f0IyhbMvrVi5Vw3fVp0GYNKiB33TQW2TLDN5Lp2uOsEaIPP1RB49T9XnqxVd7toza3GVjtii5LYWV7LyNaeeP08z8a9uf6nFoJ0v2HjshEnmDhtlm0p+mJr62Vw1HxSfzbLqdW2vYv5kJr6yRO7q2N8ynU91y3aPSb6EbVy6HbKpca1OgXTd11/10Tm8IzOsgKxBW14G76Uj+xfdo/oHmS9Z/otGAAAAAE3SC/PSb1g3N9rZxmhJOV8TVVX7WyBdUXaa4eaKzo5qFTa0+/rQjFoNQL6Sbud5APdbvOw5DHcjNkf/eM/XLZW0Vx+2V6MBdOF5AP3TevDzsf1xWnkzMqQH3v2qZASh6RATNi0JfXNS+jZ23TS8fOuBxNixffyKDs4GRXTt+ZBqajQA1Ue2/rvV6Oe4t3786zbiRPapy4G+37/lu/XY+Wbn1tu9Anonst/Xo7dl2gvH4gnDN9wk16l9/BV1oT7U1+ovwdW5/bhSoK5CR/ep6wO/3s1mCve15whbgNR/t3k+Fk8mfEOd28d/MFNB3QD8KCiC/iEWHtNUPHFmDSCdny/E6D51OZBuU/eK97XnWd3eLU0nq+v/g6lLsXgil21N8f3mPudwSHQDMGO/FQxnsfCYpuIpY7Y32pZUuE89p2oXnh+hulPd4k6Off3fMB6pfu2qc78HpPUpkJqgKhWHBemTk+G5mbLG9qnrqUvOgTr72k0LGJ31g7lNJB65rEuaPNWb2dJWhdRcO9CpIXTX+/j1qL3RIrhYrfLdoToNwNxTO88DODIIuGKN7VNXA094wJdm5Hw7UZMq+/621PX6k0nfrbu1SDzBswBqjbrFk2JmoJN4drqPv7JG68Ph0fWOLMMBsn0utR8AAAAAAAAAAAAAAAAAAKCuo9fXV/sy6+iI/5uL/ffJHooHmkUDwEGjAQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAKADkuQ/OVGz12w0saIAAAAASUVORK5CYII=" alt="Enumerating numbers.. .
Received number: 1. "></span></div>
</div>
<div class="OutlineElement Ltr SCXO231572051 BCX0">
<p class="Paragraph SCXO231572051 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO231572051 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto"><span class="NormalTextRun SCXO231572051 BCX0"><span class="EOP SCXO231572051 BCX0"> </span></span></span></p>
</div>
<div class="OutlineElement Ltr SCXO231572051 BCX0">
<div class="WACImageContainer Selected SCXO231572051 BCX0"><span id="{b0d55dc1-1b94-4295-a829-9606884be477}{20}" class="WACAltTextDescribedBy SCXO231572051 BCX0"><img class="WACImage SCXO231572051 BCX0" src="data:image/png;base64,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" alt="Enumerating numbers.. .
Received number:
Received number:
Received number:
Received number:
Received number:
4.
All numbers received . "></span></div>
</div>
<div class="OutlineElement Ltr SCXO231572051 BCX0">
<p class="Paragraph SCXO231572051 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO231572051 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">可以看到所在线程的ID都是<span class="TextRun SCXO231572051 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="auto">1<span class="TextRun SCXO231572051 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">。因为其工作原理就是这样的,程序会阻塞线程以便让Number<span class="TextRun SCXO231572051 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="auto">Factory<span class="TextRun SCXO231572051 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">来做它的工作。所以说这样不是很理想,最理想的办法是使用C#的异步编程模型,但是在C#<span class="TextRun SCXO231572051 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="auto"> 8<span class="TextRun SCXO231572051 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">之前,这是做不到的。但是从<span class="TextRun SCXO231572051 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="auto">C# 8<span class="TextRun SCXO231572051 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">开始,我们就可以这样做了。<span class="EOP SCXO231572051 BCX0"> </span></span></span></span></span></span></span></span></span></span></p>
</div>
<div class="OutlineElement Ltr SCXO231572051 BCX0">
<p class="Paragraph SCXO231572051 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO231572051 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto"><span class="NormalTextRun SCXO231572051 BCX0"><span class="EOP SCXO231572051 BCX0"> </span></span></span></p>
</div>
<div class="OutlineElement Ltr SCXO231572051 BCX0">
<h2 class="Paragraph SCXO231572051 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO231572051 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="none">Asynchronous<span class="TextRun SCXO231572051 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="none"> Stream<span class="TextRun SCXO231572051 BCX0" data-contrast="none">s <span class="TextRun SCXO231572051 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="none">异步流<span class="EOP SCXO231572051 BCX0"> </span></span></span></span></span></h2>
</div>
<div class="OutlineElement Ltr SCXO231572051 BCX0">
<p class="Paragraph SCXO231572051 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO231572051 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">首先修改NumberFactory,在Task<span class="TextRun SCXO231572051 BCX0" data-contrast="auto">.<span class="TextRun SCXO231572051 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="auto">Delay<span class="TextRun SCXO231572051 BCX0" data-contrast="auto">(1000)<span class="TextRun SCXO231572051 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">前边加上await关键字来代替<span class="TextRun SCXO231572051 BCX0" data-contrast="auto">.Wait()<span class="TextRun SCXO231572051 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">方法,然后再修改返回类型为<span class="TextRun SCXO231572051 BCX0" data-contrast="auto">IAsyncEnumberable<int><span class="TextRun SCXO231572051 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">,并在前面添加async关键字<span class="TextRun SCXO231572051 BCX0" data-contrast="auto">:<span class="EOP SCXO231572051 BCX0"> </span></span></span></span></span></span></span></span></span></span></span></p>
</div>
<div class="OutlineElement Ltr SCXO231572051 BCX0">
<div class="WACImageContainer Selected SCXO231572051 BCX0"><span id="{b0d55dc1-1b94-4295-a829-9606884be477}{21}" class="WACAltTextDescribedBy SCXO231572051 BCX0"><img class="WACImage SCXO231572051 BCX0" src="data:image/png;base64,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" alt="public async IAsyncEnumerable<int> GenerateNumbers(int count)
for (int i =
0; i < count;
await Task.Delay(1ØØØ);
yield return i + 1; "></span></div>
</div>
<div class="OutlineElement Ltr SCXO231572051 BCX0">
<p class="Paragraph SCXO231572051 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO231572051 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto"><span class="NormalTextRun SCXO231572051 BCX0"><span class="EOP SCXO231572051 BCX0"> </span></span></span></p>
</div>
<div class="OutlineElement Ltr SCXO231572051 BCX0">
<p class="Paragraph SCXO231572051 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO231572051 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">回到Main方法,需要做出两个修改:<span class="EOP SCXO231572051 BCX0"> </span></span></p>
</div>
<div class="OutlineElement Ltr SCXO231572051 BCX0">
<div class="WACImageContainer Selected SCXO231572051 BCX0"><span id="{b0d55dc1-1b94-4295-a829-9606884be477}{22}" class="WACAltTextDescribedBy SCXO231572051 BCX0"><img class="WACImage SCXO231572051 BCX0" src="data:image/png;base64,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" alt="static async Task Mgin(stringC]
gx•gs
new NumberFactory();
var factory =
Console.WriteLine($"
- {Threadld}-
Enumerating numbers ");
await foreach (var number in factory .GenerateNumbers( count:
5))
Console . WriteLine($"
-{ThreadId}
Console.WriteLine($"
- {Threadld}-
Received number:
numbers received.
{number}."), "></span></div>
</div>
<div class="OutlineElement Ltr SCXO231572051 BCX0">
<p class="Paragraph SCXO231572051 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO231572051 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">首先,就是在<span class="TextRun SCXO231572051 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="auto">foreach<span class="TextRun SCXO231572051 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">循环前面加上<span class="TextRun SCXO231572051 BCX0" data-contrast="auto">await<span class="TextRun SCXO231572051 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">关键字,这看起来比较奇怪,但这就是我们遍历异步流的方式。注意是在<span class="TextRun SCXO231572051 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="auto">foreach<span class="TextRun SCXO231572051 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">前边加await,而不是在<span class="TextRun SCXO231572051 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="auto">factory<span class="TextRun SCXO231572051 BCX0" data-contrast="auto">.GenerateNumbers(5)<span class="TextRun SCXO231572051 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">前边加await。<span class="EOP SCXO231572051 BCX0"> </span></span></span></span></span></span></span></span></span></span></span></p>
</div>
<div class="OutlineElement Ltr SCXO231572051 BCX0">
<p class="Paragraph SCXO231572051 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO231572051 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">然后,还需要改变Main方法的返回类型为Task,并加上async关键字。<span class="EOP SCXO231572051 BCX0"> </span></span></p>
</div>
<div class="OutlineElement Ltr SCXO231572051 BCX0">
<p class="Paragraph SCXO231572051 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO231572051 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto"><span class="NormalTextRun SCXO231572051 BCX0"><span class="EOP SCXO231572051 BCX0"> </span></span></span></p>
</div>
<div class="OutlineElement Ltr SCXO231572051 BCX0">
<p class="Paragraph SCXO231572051 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO231572051 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">最后运行程序,看看效果:<span class="EOP SCXO231572051 BCX0"> </span></span></p>
</div>
<div class="OutlineElement Ltr SCXO231572051 BCX0">
<div class="WACImageContainer Selected SCXO231572051 BCX0"><span id="{b0d55dc1-1b94-4295-a829-9606884be477}{23}" class="WACAltTextDescribedBy SCXO231572051 BCX0"><img class="WACImage SCXO231572051 BCX0" src="data:image/png;base64,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" alt=""></span></div>
</div>
<div class="OutlineElement Ltr SCXO231572051 BCX0">
<p class="Paragraph SCXO231572051 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO231572051 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">可以看到,线程的ID有时候会发生变化,这就是我们想要的效果。在这里流是异步的,当它await任务的时候,该线程是可以去做其它工作的。而当程序继续执行的时候,它确实可能结束于其它的线程。<span class="EOP SCXO231572051 BCX0"> </span></span></p>
</div>
<p><span style="font-size: 18pt"><strong><span class="TextRun SCXO236084851 BCX0" style="background-color: rgba(255, 255, 0, 1); color: rgba(255, 0, 0, 1)" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto"><span class="EOP SCXO236084851 BCX0">更详细内容请点击:<span style="background-color: rgba(255, 255, 0, 1); color: rgba(255, 0, 0, 1)">官方教程</span>。</span></span></strong></span></p>
</div>
</div>
<div id="MySignature" role="contentinfo">
<p><img src="https://img2022.cnblogs.com/blog/986268/202201/986268-20220121212852077-392691317.png" width="500" height="182.45" alt="杨旭技术专栏"></p><br><br>
来源:https://www.cnblogs.com/yangxu-pro/p/11773102.html
頁:
[1]