关于 Delphi 中流的使用(1) 用 TMemoryStream(内存流) 入门 &&& 关于指针的迷惑,我自己问的.
来自:http://www.cnblogs.com/del/archive/2008/01/01/1022124.html
--------------------------------------------------------------------------------------------
前言:
所谓"流", 就是一段数据或是一块内存;
在进行流操作时, 我们不必关心流中的数据到底是什么; 只需要知道流的大小和当前的指针位置. 所以流只有两个属性:
Size、Position.
对流的操作, 不过就是读取和写入. 所以流最主要的方法就是 Read 和 Write.
在很多控件的使用中, 读取主要用 LoadFromStream; 写入主要用 SaveToStream.
举个例子: (建立新工程, 添加两个 Memo、两个 Button)
- unit Unit1;
- interface
- uses
- Windows, Messages, SysUtils, Variants, Classes, Graphics, Controls, Forms,
- Dialogs, StdCtrls;
- type
- TForm1 = class(TForm)
- Memo1: TMemo;
- Memo2: TMemo;
- Button1: TButton;
- Button2: TButton;
- procedure FormCreate(Sender: TObject);
- procedure Button1Click(Sender: TObject);
- procedure Button2Click(Sender: TObject);
- procedure FormDestroy(Sender: TObject);
- end;
- var
- Form1: TForm1;
- implementation
- {$R *.dfm}
- var
- mStream: TStream; {声明一个流对象}
- procedure TForm1.FormCreate(Sender: TObject);
- begin
- mStream := TMemoryStream.Create;
- {TStream 是抽象类, 只能通过其子类实例化; 这里我们用了内存流来生成实例}
- Memo1.Lines.Text := 'ABCDEFGHIJKLMNOPQRSTUVWXYZ';
- {给 Memo1 个初始值}
- end;
- procedure TForm1.Button1Click(Sender: TObject);
- begin
- Memo1.Lines.SaveToStream(mStream); {把 Memo1 中的内容写入到流}
- ShowMessage(IntToStr(mStream.Size)); {26, 当前流的大小}
- ShowMessage(IntToStr(mStream.Position)); {26, 当前流的指针}
- end;
- procedure TForm1.Button2Click(Sender: TObject);
- begin
- mStream.Position := ; {调整流的当前指针位置}
- Memo2.Lines.LoadFromStream(mStream); {读出流中的内容到 Memo2}
- {
- 现在 Memo2 中的内容应该是: EFGHIJKLMNOPQRSTUVWXYZ
- 如果 Position 是 0, Memo2 读出的内容会是: ABCDEFGHIJKLMNOPQRSTUVWXYZ
- 如果 Position 等于 Size, 在这里如果是 26, Memo2 就读不出什么了.
- }
- end;
- procedure TForm1.FormDestroy(Sender: TObject);
- begin
- mStream.Free; {流释放时, 所用内存当然也会同时释放}
- end;
- end.
2016.02.27-----------关于Position的理解:
aaarticlea/png;base64,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" alt="" />
aaarticlea/png;base64,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" alt="" />
关于 Delphi 中流的使用(1) 用 TMemoryStream(内存流) 入门 &&& 关于指针的迷惑,我自己问的.的更多相关文章
- 关于 Delphi 中流的使用(2) 用 TFileStream(文件流) 读写
TStream 是一个抽象的基类, 不能直接生成对象. 在具体的应用中, 主要使用它的子孙类:TFileStream: 文件流TStringStream: 字符串流TMemoryStream: 内存流 ...
- Delphi从内存流中判断图片格式(好多相关文章)
废话不多说了,利用内存流来判断文件的格式,其实判断文件的前几个字节就可以简单的判断这个文件是什么类型的文件,例如jpg文件 是 FFD8 (从低位到高位就要反过来 D8FF 下面都是一样)BMP文件 ...
- 用Delphi从内存流中判断图片格式
https://blog.csdn.net/my98800/article/details/53536774 废话不多说了,利用内存流来判断文件的格式,其实判断文件的前几个字节就可以简单的判断这个文件 ...
- 用Delphi从内存流中判断图片格式[转]
http://blog.163.com/tfn2008%40yeah/blog/static/110321319201222243214337/ 用Delphi从内存流中判断图片格式[转] 2012- ...
- java.io中流的操作:字节流、字符流
java.io中流的操作:字节流.字符流(1)使用File类打开一个文件(2)通过字节流或字符流的子类指定输出的位置(3)进行读/写操作(4)关闭输入/输出 1.字节流:主要是byte类型数据,以by ...
- 用内存流 文件流 资源生成客户端(Delphi开源)
正文:很多木马生成器就是用的内存流和文件流生成客户端的,废话不多说了,代码如下: unit Main; interface usesWindows, Messages, SysUtils, Varia ...
- Delphi中流对象的应用
Delphi的流对象(TStream的派生对象)有如下读写函数: function Read(var Buffer; Count: Longint): Longint;function Write(c ...
- 关于 Delphi 中流的使用(7) 压缩与解压缩(TCompressionStream、TDecompressionStream)
unit Unit1; interface uses Windows, Messages, SysUtils, Variants, Classes, Graphics, Controls, For ...
- Delphi xe 下快捷使用 FastMM 的内存泄露检测功能
Delphi xe 集成了FastMM,调试程序是的时候可以方便地检查内存泄露了. 使用方法:在project中,添加一行: ReportMemoryLeaksOnShutdown := Debug ...
随机推荐
- [记读书笔]python3.5实现socket通讯(UDP)
UDP连接: 无连接,从一个端向另一端发送独立的数据分组 使用UDP连接的客户-服务器程序: UDPServer.py import socket serverPort = 50009 serverS ...
- 《1024伐木累-周末特别篇》-中彩票了,开发APP
本周发布的<1024伐木累>,受到了很多码汪们的好评,博主在这里感谢大家的支持,同时,博主临时起意,增加一期周末对话特别篇,让大家在“满血复活”的时间里,充分感受快乐的味道~ 1.中彩票 ...
- 《Cracking the Coding Interview》——第1章:数组和字符串——题目8
2014-03-18 02:12 题目:判断一个字符串是否由另一个字符串循环移位而成. 解法:首先长度必须相等.然后将第一个串连拼两次,判断第二个串是否在这个连接串中. 代码: // 1.8 Assu ...
- 《Cracking the Coding Interview》——第1章:数组和字符串——题目2
2014-03-18 01:30 题目:反转一个char *型的C/C++字符串. 解法:一头一尾俩iterator,向中间靠拢并且交换字符. 代码: // 1.2 Implement a funct ...
- 【转载】Linux下安装LoadRunner LoadGenerator
原文地址:[转载]Linux下安装LoadRunner LoadGenerator作者:邱建忠tester LR的负载机安装在linux的理由: 1.windows xp,双核+4G内存,基本上每个v ...
- 孤荷凌寒自学python第九天Python的输出print的格式化
孤荷凌寒自学python第九天Python的输出print的格式化 (完整学习过程屏幕记录视频地址在文末,手写笔记在文末) (今天感觉手写笔记整得清楚些,汇总电子 笔记时,自己思路凌乱了,练习过程也还 ...
- 转载css3 图片圆形显示 如何CSS将正方形图片显示为圆形图片布局
转载 原文:http://www.divcss5.com/wenji/w732.shtml 原本不是圆形图片,通过CSS样式布局实现成圆形图片,首先图片必须为正方形. 二.使用布局技术 - ...
- 九 DIP 依赖倒置原则
首先看定义: 1.高层模块不依赖于低层模块,两者都应该依赖于抽象层 2.抽象不能依赖于细节,细节必须依赖于抽象 首先,模块是个抽象的概念,可以大到一个系统中的子系统作为一个模块,也可以是某个子系统中的 ...
- HashMap 的深入学习
Java为数据结构中的映射定义了一个接口java.util.Map,此接口主要有四个常用的实现类,分别是HashMap.Hashtable.LinkedHashMap和TreeMap,类继承关系如下图 ...
- Nginx简单的配置详情
大致了解Nginx后,直接从配置文件入手: [shell] #定义Nginx运行的用户和用户组 user nginx; #nginx进程数,建议设置为等于CPU总核心数. worker_process ...