c#打包文件解压缩 C#中使用委托、接口、匿名方法、泛型委托实现加减乘除算法 一个简单例子理解C#的协变和逆变 对于过长字符串的大小比对
首先要引用一下类库:using Ionic.Zip;这个类库可以到网上下载。
下面对类库使用的封装方法:
得到指定的输入流的ZIP压缩流对象
/// <summary>
/// 得到指定的输入流的ZIP压缩流对象【原有流对象不会改变】
/// </summary>
/// <param name="sourceStream"></param>
/// <returns></returns>
public static Stream ZipCompress(Stream sourceStream, string entryName = "zip")
{
MemoryStream compressedStream = new MemoryStream();
if (sourceStream != null)
{
long sourceOldPosition = 0;
try
{
sourceOldPosition = sourceStream.Position;
sourceStream.Position = 0;
using (ZipFile zip = new ZipFile())
{
zip.AddEntry(entryName, sourceStream);
zip.Save(compressedStream);
compressedStream.Position = 0;
}
}
catch
{
}
finally
{
try
{
sourceStream.Position = sourceOldPosition;
}
catch
{
}
}
}
return compressedStream;
}
得到指定的字节数组的ZIP解压流对象
/// <summary>
/// 得到指定的字节数组的ZIP解压流对象
/// 当前方法仅适用于只有一个压缩文件的压缩包,即方法内只取压缩包中的第一个压缩文件
/// </summary>
/// <param name="sourceStream"></param>
/// <returns></returns>
public static Stream ZipDecompress(byte[] data)
{
Stream decompressedStream = new MemoryStream();
if (data != null)
{
try
{
MemoryStream dataStream = new MemoryStream(data);
using (ZipFile zip = ZipFile.Read(dataStream))
{
if (zip.Entries.Count > 0)
{
zip.Entries.First().Extract(decompressedStream);
// Extract方法中会操作ms,后续使用时必须先将Stream位置归零,否则会导致后续读取不到任何数据
// 返回该Stream对象之前进行一次位置归零动作
decompressedStream.Position = 0;
}
}
}
catch
{
}
}
return decompressedStream;
}
压缩ZIP文件
/// <summary>
/// 压缩ZIP文件
/// 支持多文件和多目录,或是多文件和多目录一起压缩
/// </summary>
/// <param name="list">待压缩的文件或目录集合</param>
/// <param name="strZipName">压缩后的文件名</param>
/// <param name="IsDirStruct">是否按目录结构压缩</param>
/// <returns>成功:true/失败:false</returns>
public static bool CompressMulti(List<string> list, string strZipName, bool IsDirStruct)
{
try
{
using (ZipFile zip = new ZipFile(Encoding.Default))//设置编码,解决压缩文件时中文乱码
{
foreach (string path in list)
{
string fileName = Path.GetFileName(path);//取目录名称
//如果是目录
if (Directory.Exists(path))
{
if (IsDirStruct)//按目录结构压缩
{
zip.AddDirectory(path, fileName);
}
else//目录下的文件都压缩到Zip的根目录
{
zip.AddDirectory(path);
}
}
if (File.Exists(path))//如果是文件
{
zip.AddFile(path,"imges");
}
}
zip.Save(strZipName);//压缩
return true;
}
}
catch (Exception)
{
return false;
}
}
解压ZIP文件
/// <summary>
/// 解压ZIP文件
/// </summary>
/// <param name="strZipPath">待解压的ZIP文件</param>
/// <param name="strUnZipPath">解压的目录</param>
/// <param name="overWrite">是否覆盖</param>
/// <returns>成功:true/失败:false</returns>
public static bool Decompression(string strZipPath, string strUnZipPath, bool overWrite)
{
try
{
ReadOptions options = new ReadOptions();
options.Encoding = Encoding.Default;//设置编码,解决解压文件时中文乱码
using (ZipFile zip = ZipFile.Read(strZipPath, options))
{
foreach (ZipEntry entry in zip)
{
if (string.IsNullOrEmpty(strUnZipPath))
{
strUnZipPath = strZipPath.Split('.').First();
}
if (overWrite)
{
entry.Extract(strUnZipPath, ExtractExistingFileAction.OverwriteSilently);//解压文件,如果已存在就覆盖
}
else
{
entry.Extract(strUnZipPath, ExtractExistingFileAction.DoNotOverwrite);//解压文件,如果已存在不覆盖
}
}
return true;
}
}
catch (Exception)
{
return false;
}
}
使用C#实现加减乘除算法经常被用作新手练习。本篇来分别体验通过委托、接口、匿名方法、泛型委托来实现。
使用委托实现
加减乘除拥有相同的参数个数、类型和返回类型,首先想到了使用委托实现。
//创建一个委托
public delegate decimal MathOperation(decimal left, decimal right);
//创建方法参数和返回结果符合委托的定义
public static decimal Add(decimal left, decimal right)
{
return left + right;
}
public static decimal Subtract(decimal left, decimal right)
{
return left - right;
}
public static decimal Multiply(decimal left, decimal right)
{
return left * right;
}
public static decimal Divide(decimal left, decimal right)
{
return left / right;
}
//返回委托类型
private static MathOperation GetOperation(char oper)
{
switch(oper)
{
case '+': return Add;
case '-': return Subtract;
case '*': return Multiply;
case '/': return Divide;
}
throw new NotSupportedException("");
}
//封装一个方法用来把操作数和符号考虑进来,返回委托类型
private static decimal Eval(string expr)
{
var elements = expr.Split(new []{' '}, 3);
var left = Decimal.Parse(elements[0]);
var right = Decimal.Parse(elements[1]);
var ope = elements[2][0];
return GetOperation(op)(left, right);
}
void Main()
{
Console.WriteLine(Eval("1 3 +"));
}
使用接口实现
以上,委托用在了方法层面。如果在类层面,也可用接口封装加减乘除的共性。
public interface IMathOperation
{
decimal Compute(decimal left, decimal right);
}
public class AddOperation : IMathOperation
{
decimal Compute(decimal left, decimal right)
{
return left + right;
}
}
public class SubtractOperation : IMathOperation
{
decimal Compute(decimal left,, decimal right)
{
return left - right;
}
}
public class MultiplyOperation : IMathOperation
{
decimal Compute(decimal left, decimal right)
{
return left * right;
}
}
public class DivideOperation : IMathOperation
{
decimal Compute(decimal left, decimal right)
{
return left/right;
}
}
//获取接口类型
private static IMathOperation GetOperation(char oper)
{
switch(oper)
{
case '+': return new AddOperation();
case '-': return new SubtractOperation();
case '*': return new MultiplyOperation();
case '/': return new DivideOperation();
}
throw new NotSupportedException("");
}
...
使用匿名方法
委托还可以结合匿名方法一起使用。
public delegate decimal MathOperation(decimal left, decimal right);
private static MathOperation GetOperation(char oper)
{
switch(oper)
{
case '+': return delgate(decimal left, decimal right) {return left + right;};
case '-': return delgate(decimal left, decimal right) {return left - right;};
case '*': return delgate(decimal left, decimal right) {return left * right;};
case '/': return delgate(decimal left, decimal right) {return left / right;};
}
throw new NotSupportedException("");
}
泛型委托
而用泛型委托实现更简洁。
private static Func<decimal, decimal, decimal> GetOperation(char oper)
{
switch(oper)
{
case '+': return (left, right) => left + right;
case '-': return (left, right) => left - right;
case '*': return (left, right) => left * right;
case '/': return (left, right) => left / right;
}
throw new NotSupportedExcepton("");
}



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