泛型 -Generic 【why,原理,与普通方法,object的性能对比如何?泛型类、泛型方法、泛型接口、泛型委托,泛型约束,协变 逆变,泛型缓存】
一.why:我们为什么要用泛型?
首先来看一下这个例子:我们打印不同类型的值的写法
/// <summary> /// 打印一个int值 /// </summary> public static void ShowInt(int iValue) { Console.WriteLine("This is ShowInt,parameter={0},type={1}", iValue, iValue.GetType().Name); } /// <summary> /// 打印一个string类型的值 /// </summary> public static void ShowString(string sValue) { Console.WriteLine("This is ShowString,parameter={0},type={1}", sValue, sValue.GetType().Name); } /// <summary> /// 打印people类 /// </summary> public static void ShowPeople(People people) { Console.WriteLine("This is ShowPeople,parameter={0},type={1}", people, people.GetType().Name); }
/*普通方法,object,泛型调用参数里面的方法都来源于次定义*/
int iValue = 20201026; string sValue = "泛型Generic"; People people = new People() { Age = 11,Name="测试" }; /*普通方法*/ Console.WriteLine("--------------------普通方法:-----------------------"); Common.ShowInt(iValue); Common.ShowString(sValue); Common.ShowPeople(people);
结果:
思考1:难道每次需要一个类型,就来定义一个方法,那我们需要很多个不同的类型呢,以上方法有什么区别呢? 怎么才可以只写一个方法同时调用不同的类型呢?
1.参数不一样,参数类型不一样,所以没办法去调用同一个,
思考2:那怎么写一个方法不同的类型都可以调用?在1.0版的时候,还没有泛型这个概念,那么怎么办呢?
为什么可以同时传int,string类型,我们说过:object类型是一切类型的父类,同时面向对象的特性中:
继承:c#三大特性中的继承,子类拥有父类的一切属性和方法;
里氏替换原则:任何父类出现的地方都可以用子类去替换,我们是不是就可以优化为以下写法;
/// <summary> /// c#三大特性中的继承,子类拥有父类的一切属性和方法,里氏替换原则:任何父类出现的地方都可以用子类去替换 /// object类型是一切类型的父类 /// </summary> public static void ShowObject(Object oValue) { Console.WriteLine("This is ShowObject,parameter={0},type={1}", oValue, oValue.GetType().Name); }
/*普通方法,object,泛型调用参数里面的方法都来源于次定义*/
int iValue = 20201026; string sValue = "泛型Generic"; People people = new People() { Age = 11,Name="测试" };
Console.WriteLine("--------------------object-----------------------"); Common.ShowObject(iValue); Common.ShowObject(sValue); Common.ShowObject(people);
结果是不是也是一样:使用Object类型达到了我们的要求,很好的解决了代码的可复用
那么我前面说过【https://www.cnblogs.com/wangwangwangMax/p/5425361.html】,数组,对象,string是引用类型,它们的值是存在堆里面的,而所有的值类型都是存储于栈里面,使用object类型,就会存在装箱拆箱,性能损耗方面的问题,
而微软在C#2.0的时候推出了泛型,就可以很好的解决上面的问题,那下面我们就写一个泛型方法来比较一下。
1 写法结构:方法后面有一个<>尖括号,eg:ShowList<T>(T Value),类型参数T实际上就是一个类型声明,表示是一个占位符,也可以使用任何非保留字,eg:S 或者 W
/// <summary> /// 声明一个泛型方法 /// 结构:方法后面有一个<>尖括号ShowList<T>(T Value) /// </summary> /// <typeparam name="T">typeparam:类型参数,T实际上就是一个类型声明,表示是一个占位符,也可以使用任何非保留字</typeparam> /// <param name="Value">param:参数</param> /// 正因为没有写死,才拥有了无限的可能 public static void ShowList<T>(T Value) { Console.WriteLine("This is ShowList,parameter={0},type={1}", Value, Value.GetType().Name); }
/*普通方法,object,泛型调用参数里面的方法都来源于次定义*/
int iValue = 20201026; string sValue = "泛型Generic"; People people = new People() { Age = 11,Name="测试" };
Console.WriteLine("--------------------泛型的声明和使用-----------------------"); Generic.ShowList<int>(iValue); Generic.ShowList<string>(sValue); Generic.ShowList<People>(people);
以上调用,我们还可以写成如下格式:
Generic.ShowList(iValue);
Generic.ShowList(sValue);
Generic.ShowList(people);
如果可以从参数类型推断,那么就可以省略类型参数,这种由编译器提供的功能就叫做语法糖
结果:
这个地方,我们在调用泛型方法的时候,才指定了具体的类型;
总结: 【泛型说白就是一个东西,完成以前多个东西能完成的东西】
二.那泛型究竟是如何How工作的呢?
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)
泛型原理:声明的不知道是什么类型,编译的时候用【占位符-`1、`2】来表示
调用的时候再来指定具体的参数类型
思想:【延迟声明:推迟一切可以推迟的东西,能晚点做的事,就晚点做】
三.那他们三者之间的性能又如何呢?
我们写一个测试例子看一下,
![](https://images.cnblogs.com/OutliningIndicators/ContractedBlock.gif)
using System; using System.Collections; using System.Collections.Generic; using System.Diagnostics; using System.Linq; using System.Text; using System.Threading.Tasks; namespace LearnGenericFirst1 { /// <summary> /// 性能测试 /// </summary> public class Monitor { public static void Show() { Console.WriteLine("--------------------Monitor-----------------------"); int iValue = 20201031; string sValue = "20201031"; long commonSecond = 0; long objectSecond = 0; long genecirSecond = 0; { Stopwatch watch = new Stopwatch(); watch.Start(); for (int i = 0; i < 100_000_000; i++) { ShowInt(iValue); } watch.Stop(); commonSecond = watch.ElapsedMilliseconds; Console.WriteLine("循环1亿次,普通方法需要{0}ms", commonSecond); } { Stopwatch watch = new Stopwatch(); watch.Start(); for (int i = 0; i < 100_000_000; i++) { //intList.Add(i);//public virtual int Add(object value);存在装箱拆箱操作 ShowObject(iValue);//存在装箱拆箱操作 } watch.Stop(); objectSecond = watch.ElapsedMilliseconds; Console.WriteLine("循环1亿次,object需要{0}ms", objectSecond); ShowObject(sValue); // ShowObject(sValue);("arrylist还能再添加一个string类型的数据进去,指定int,中途插入一个别的类型进去,处理数据的时候就会出问题,而泛型则不能," + // "相比较更好的确保了声明类型的调用,安全"); } { Stopwatch watch = new Stopwatch(); watch.Start(); List<int> intList = new List<int>();//iValue for (int i = 0; i < 100_000_000; i++) { //intList.Add(i);//public void Add(T item);泛型类下面的泛型方法 Show(iValue); } watch.Stop(); genecirSecond = watch.ElapsedMilliseconds; Console.WriteLine("循环1亿次,泛型需要{0}ms", genecirSecond); } } #region privateMethod private static void ShowInt(int iParameter) { } private static void ShowObject(object iParameter) { } private static void Show<T>(T tParameter) { } #endregion } }
Console.WriteLine("--------------------普通方法,object与泛型的性能测试-----------------------"); Monitor.Show();
结果:
结论:泛型方法的性能跟普通方法一致,是最好的,而且还能一个方法同时满足多个不同类型,相比object,泛型更安全
四.泛型类 class+类名+<尖括号>
以上我们说了泛型方法,下面说一下泛型类,结构,class+类名+<尖括号>
///一个类,满足不同类型的需求 public class GenericClass<S, T> { /// <summary> /// Show<S, T,W>如果类里面声明了类型,方法里面就不用再次声明,下面列举两种写法的延伸 /// </summary> /// <typeparam name="W">Show<W>S s,T t,W w也可以小写,s,t都来自泛型类,w则来自于泛型方法</typeparam> public static void Show<W>(S s,T t,W w) { } public static void Show(S s, T t) { } public static void Show() { } }
五.泛型接口,interface+接口名+<尖括号>
/// <summary> /// 泛型接口:没有public static /// 一个接口满足不同类型的需求; /// </summary> /// <typeparam name="X"></typeparam> /// <typeparam name="Y"></typeparam> public interface IGenericInterface<X,Y> { void Show<W>(X x, Y y, W w); void Show(X x, Y y); void Show(); //泛型类型的返回值 X GetT(X x); }
六.泛型委托也是差不多的结构 delegate +返回值+命名+<尖括号>
/// <summary> /// 泛型委托:一个委托满足不同类型的需求 /// </summary> /// <typeparam name="T"></typeparam> /// <typeparam name="W"></typeparam> public delegate void DoSomethingHandler<T, W>();
七.泛型类,接口继承的问题
public class GenericClassChild2 : GenericClass<S, T> { }
思考:参考上面一个列子,在代码里面,还没编译,继承了一个泛型的父类,这种方式为什么会报错呢?
子类GenericClassChild2本身没有一个泛型的概念【非泛型,封闭/普通类:所有类型都是确定的】,它不知道父类【非封闭类型/开放性类型:泛型类型没指定】的<S, T>是什么类型,在调用的时候必须确定类型,
如果父类是个非封闭性类型,那么它无法作为封闭类型的父类,可以把父类指定成具体类型,如下写法【泛型类型指定,变成了封闭类型】就可以继承父类了
/// <summary> /// 泛型类的继承实例1 /// </summary>
public class GenericClassChild2 : GenericClass<int,string> { }
/// <summary> /// 泛型类的继承实例2 /// </summary> public class GenericClassChild1<S, T> : GenericClass<S, T> { }
/// <summary> /// 泛型类的继承实例3--父类是个封闭类型【已经指定好了类型就不是泛型类】也就是一个普通类型,而子类是一个泛型,这个可以有 /// </summary> public class GenericClassChild2<T> : GenericClass<int, string> { }
/// <summary> /// 泛型接口的继承原理和泛型类继承一样 /// </summary> public interface IGenericInterfaceChild1<X,Y>: IGenericInterface<X,Y> { } public interface IGenecirInterfaceChild2 : IGenericInterface<int, string> { } public interface IGenecirInterfaceChild2<S,T> : IGenericInterface<int, string> { }
八.泛型约束
泛型一个东西可以当做多个东西来使用,满足不同的参数类型,正是没有约束,任意类型都可以传进来,我们也不知道它是什么,所以我们就会有一些约束的概念,泛型约束一共有⑤种
为什么要使用约束呢?让我们先来看一段下面的例子:
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1 /// <summary> 2 /// People实体 3 /// </summary> 4 public class People 5 { 6 public int Id { get; set; } 7 public int Age { get; set; } 8 public string Name { get; set; } 9 public void SayHi() 10 { 11 Console.WriteLine("Hi, {0} Good,Morning!",this.Name); 12 } 13 } 14 15 /// <summary> 16 /// 中国人实体 17 /// </summary> 18 public class Chinese : People,iSports 19 { 20 public string KangFu { get; set; } 21 public string Characteristic { get; set; } 22 public void Pingpang() 23 { 24 Console.WriteLine("Pingpang"); 25 } 26 public void Majiang() 27 { 28 Console.WriteLine("Majiang"); 29 } 30 } 31 32 public class Japanese : iSports 33 { 34 public int Id { get; set; } 35 public string Name { get; set; } 36 37 public void Pingpang() 38 { 39 Console.WriteLine("打乒乓球"); 40 } 41 } 42 43 /// <summary> 44 /// 接口 45 /// </summary> 46 public interface iSports 47 { 48 void Pingpong(); 49 }
/// <summary> /// ShowObject方法 /// </summary> /// <param name="oValue"></param> public static void ShowObject(Object oValue) { Console.WriteLine("This is {0},parameter={1},type={2}", typeof(GenecirConstraint), oValue, oValue.GetType().Name); People people = (People)oValue; Console.WriteLine("This is {0},people.Id={1},people.name={2}", typeof(GenecirConstraint), people.Id, people.Name); people.SayHi(); }
Chinese chinese = new Chinese() { Id = 5, Name = "湖南" }; Japanese japanese = new Japanese() { Id = 6, Name = "福原爱" }; GenecirConstraint.ShowObject(chinese); GenecirConstraint.ShowObject(japanese);
思考1:上面这面代码为什么会报错呢?
Object 方法因为可以出入任何类型,没有限制,如果传入的类型不匹配,就会发生异常(类型安全问题),就像交通行驶,有了交规,有了红绿灯,才更安全
2.思考2:why为什么普通方法可以直接调用people类里面的属性和方法,为什么泛型做不到?--因为被限制了,那我怎么让泛型可以调用people类里面的属性和方法呢?这时候我们就用到了泛型约束
1.泛型类约束:【:where T 类名】
/// <summary> /// 泛型约束:没有约束就没有自由 /// 不管是泛型类,泛型接口,泛型委托后面都可以使用泛型约束 /// 结构:Show<S>(S 后面+Where 声明类型S :【<S>(S Value) where S :】表明这个泛型"S"必须满足这个People的约束 /// where T:BaseModel 【where:保留关键字,用来做泛型约束的; :表示被谁约束】 /// </summary>
/// <summary> /// 这是基类约束,它有两个特点 /// 第一个特点:可以把T当成一个基类,我们可以直接使用它里面的属性和方法--有了约束,就有了权力;
///如果只是单纯的传一个People,那么性能上跟上面例子中的普通方法没什么区别,但是使用泛型会更加灵活 /// </summary> public static void Show<S>(S sValue) where S:People { Console.WriteLine("This is Show,parameter={0},type={1}", sValue, sValue.GetType()); Console.WriteLine("This is Show,people.Id={0},people.name={1}", sValue.Id,sValue.Name); sValue.SayHi(); }
思考:为什么调用这个方法传入一个iValue,sValue它会报错,而people不会?
Console.WriteLine("--------------------泛型基类约束的调用-----------------------"); GenecirConstraint.Show(people); GenecirConstraint.Show<Chinese>(new Chinese() { Id = 1, Name = "重庆", Characteristic = "重庆火锅" }); //可以直接把类型参数去掉不写,编译器会自动推算 GenecirConstraint.Show(new Chinese() { Id = 2, Name = "上海", Characteristic = "上海混沌" });
Console.WriteLine("结论:泛型基类约束的第二大特性,在调用的时候,只能传入它或者它的子类【只能是继承了它的子类】");
结果:
2.泛型接口约束:【:where T 接口名】
/// <summary> /// 接口约束,只能使用接口里面的方法 /// </summary> /// <typeparam name="S"></typeparam> /// <param name="sValue"></param> public static void Sports<S>(S sValue) where S : iSports { Console.WriteLine("This is Show,parameter={0},parameter={1}", sValue, sValue.GetType().Name); sValue.Pingpang(); }
Console.WriteLine("--------------------泛型接口约束调用:-----------------------"); GenecirConstraint.Sports(new Chinese() { Id = 3, Name = "北京", Characteristic = "北京烤鸭" });
//实体类里japanese继承了iSports所以可以了调用此方法 GenecirConstraint.Sports(japanese); //实体类里people类没有继承了iSports接口所以不可以了调用此方法 //GenecirConstraint.Sports(people);
结果:
public interface iDaily { void Majiang(); }
/// <summary> /// 同时被一个类和接口约束,:基类在前面,接口在后面 /// 只能被一个父类约束,但可以被多个接口约束 /// </summary> /// <typeparam name="S"></typeparam> /// <param name="sValue"></param> public static void ClassInterFaseMeanwhile<S>(S sValue) where S : People, iSports, iDaily { Console.WriteLine("This is Show,parameter={0},parameter={1}", sValue, sValue.GetType().Name); Console.WriteLine("This is Show,people.Id={0},people.name={1}", sValue.Id, sValue.Name); sValue.SayHi(); sValue.Pingpang(); sValue.Majiang(); }
Console.WriteLine("--------------------泛型基类和接口约束同时调用:-----------------------"); GenecirConstraint.ClassInterFaseMeanwhile(chinese);
结果:
3.除了泛型类约束,接口约束,还有三种的基本的约束,这三种约束比较特殊,分别是:引用类型约束,值类型约束,无参数构造函数约束
/// <summary> ///引用类型约束:【 where T : class ,T一定是一个引用类型】 ///where T : String //密封内约束的不行,因为没有意义 /// </summary> /// <returns></returns> public static T GetT<T>() where T : class //T tParameter { return null;//引用类型都可以返回null,如果没有where T : class这个约束就会报错,它还有可能会是值类型 } /// <summary> /// 值类型约束:【where T : struct】 /// </summary> public static T GetValuetype<T>(T tParameter) where T : struct { //return 0;//这边返回0为什么会报错呢?值类型不仅是int,还有其它类型,eg:长整型,小数 return default(T);//default是一个关键字,它会根据T的类型去获取一个默认值 } /// <summary> /// 无参数构造函数约束【where T : new()】 /// </summary> /// <typeparam name="T"></typeparam> /// <returns></returns> public T GetParameterlessConstructor<T>() where T : new() { return new T();// }
/// <summary> /// 几个约束可以叠加,用逗哈隔开即可 /// 如果有多个参数的情况,约束可以直接写,不需要用逗号 /// </summary> /// <typeparam name="T"></typeparam> public static T Getconstraint<T,S>() where T : Chinese, iSports, iDaily, new()//,class无意义 where S:class { return new T();// }
九. 协变 逆变
1.什么是协变逆变?产生的背景?它的前提是什么,它能做些什么?
1. 协变逆变:泛型委托,泛型接口,前面又加上了 in , out ,所以称为了泛型的协变,逆变,让我们继续往下面看例子
//定义了一个动物的实体类 public class Animal { public int Id { get; set; } } //定义了一个猫猫的实体类,继承Animal类 public class Cat:Animal { public string Name { get; set; } }
2.产生的背景:
我们在平时写代码的时候,是不是就会遇到这样的情况,这是普通方法的写法
{ Animal animal1 = new Animal(); Animal animal2 = new Cat();//父类变量用子类实例化,猫咪当然是动物 Cat cat1 = new Cat(); //Cat cat2 = new Animal();//子类变量不能用父类实例化 //父类出现的地方可以用子类代替,子类出现的地方则不能用父类代替,猫咪属于动物,动物不一定只有猫咪 }
但是,我们在用泛型写的时候,却怎么都不对?Why?
//当然我们可以用这种方式实现 List<Animal> animals3 = new List<Cat>().Select(c => (Animal)c).ToList();
1 /*按照上面普通方法的逻辑,猫属于动物,可是这种写法为什么不可以呢?Why不成立呢?*/ 2 //List<Animal>是个类,List<Cat>也是个类,前面说过泛型编译的时候只是个占位符,调用的时候就确定了,前面就确定了是List<Animal>, 3 //而后面又是List<Cat>,二者没有父子关系,List没关系 4 //换句话说就是:你是个list实例,我也是个list 实例,我们又不是继承关系,所以不能 5 //语法不通过,语义上可以,这就是协变逆变产生的背景 7 //我们使用泛型的原因也正是书写方便
3.协变 IEnumerable<out T> out <out T>协变covariant 修饰返回值 效果:让右边可以用子类 条件:T只能返回结果,就不能再作为参数
/*--------------------------------------------------协变Out----------------------------------------------------*/ /// <summary> /// out 协变 T 就只能做返回值 ,不能做参数 /// </summary> /// <typeparam name="T"></typeparam> public interface ICustomerListOut<out T> { //void Show(); //void Show(T t);//协变 T 就只能做返回值 ,不能做参数 T Get();//泛型类型的返回值 } /// <summary> /// 这种情况是可以的,泛型类继承该接口 /// </summary> /// <typeparam name="T"></typeparam> public class CustomerListOut<T> : ICustomerListOut<T> { public T Get() { return default(T); } }
/*--------------------------------------------------协变out----------------------------------------------------*/ { //public interface IEnumerable<out T> : IEnumerable //协变:IEnumerable<out T>【效果:让右边可以用子类】条件:T只能返回结果,就不能再作为参数 //协变作用是防止有了泛型包装之后,导致[父子]继承关系失效,进一步的加强了泛型的方便些 IEnumerable<Animal> animals1 = new List<Animal>(); IEnumerable<Animal> animals2 = new List<Cat>(); //我们定义了一个支持协变的接口,那我们也是不是也可以用这个接口定义一个支持协变的cat类 //局限性:out修饰协变后,T只能作为返回值,而不能作为参数 //左边是定义的一个支持协变的接口,右边则是继承协变接口的泛型类 ICustomerListOut<Animal> customerList1 = new CustomerListOut<Animal>(); ICustomerListOut<Animal> customerList2 = new CustomerListOut<Cat>(); }
4.逆变 in <in T>逆变contravariant 修饰传入参数 逆变:让右边可以用父类,In修饰逆变后,T只能当参数,不能作返回值
1 /*--------------------------------------------------逆变In----------------------------------------------------*/ 2 public interface ICustomerListIn<in T> 3 { 4 //T Get();//逆变T就不能作为返回值,只能作为参数 5 void Show(T t); 6 } 7 /// <summary> 8 /// 泛型类继承了一个支持逆变的泛型接口 9 /// </summary> 10 public class CustomerListIn<T>:ICustomerListIn<T> 11 { 12 public void Show(T t) 13 { 14 Console.WriteLine(t); 15 } 16 }
1 /*--------------------------------------------------逆变In----------------------------------------------------*/ 2 { 3 //逆变:让右边可以用父类,In修饰逆变后,T只能当参数,不能作返回值 4 ICustomerListIn<Cat> listIn1 = new CustomerListIn<Cat>(); 5 ICustomerListIn<Cat> listIn2 = new CustomerListIn<Animal>(); 6 listIn1.Show(new Cat()); 7 }
5.协变,逆变一起
1 /*--------------------------------------------------协变Out逆变In一起----------------------------------------------------*/ 2 public interface ITogetherList<in inT,out outT> 3 { 4 void Show(inT t); 5 outT Get(); 6 outT Do(inT t); 7 } 8 public class TogertherList<Y1, Y2> : ITogetherList<Y1, Y2> 9 { 10 public void Show(Y1 y) 11 { 12 Console.WriteLine("This is {0}", y.GetType().Name); 13 } 14 public Y2 Get() 15 { 16 Console.WriteLine(typeof(Y2).Name); 17 return default(Y2); 18 } 19 public Y2 Do(Y1 y) 20 { 21 Console.WriteLine("This is {0}", y.GetType().Name); 22 Console.WriteLine(typeof(Y2).Name); 23 return default(Y2); 24 } 25 }
/*--------------------------------------------------协变Out逆变In一起的例子----------------------------------------------------*/ { ITogetherList<Cat,Animal > list1= new TogertherList<Cat,Animal>(); ITogetherList<Cat, Animal> list2 = new TogertherList<Cat, Cat>();//协变:左边是父类的时候,协变可以替换为子类 ITogetherList<Cat, Animal> list3 = new TogertherList<Animal, Animal>();//逆变:左边是子类的时候,协变可以替换为父类 ITogetherList<Cat, Animal> list4 = new TogertherList<Animal, Cat>();//协变+逆变 }
总结:
1 /// 所谓协变逆变都是只针对泛型的 2 /// 只能放在接口或者委托的泛型参数前面 3 /// public delegate TResult Func<in T, out TResult>(T arg);
十. 泛型缓存【说白了就是把数据存一下,下次直接用,常用做法,就是搞一个内部静态字典,因为字典不容易丢失,并且可以放很多项】
1 using System; 2 using System.Collections.Generic; 3 using System.Linq; 4 using System.Text; 5 using System.Threading; 6 using System.Threading.Tasks; 7 8 namespace LearnGenericFirst1 9 { 10 /// <summary> 11 /// 泛型缓存 12 /// 缓存是属于大型网站架构必备的一部分,提升性能的第一步 13 /// 缓存:说白了就是把数据存一下,下次直接用,常用做法,就是搞一个内部静态字典,因为字典不容易丢失,并且可以放很多项 14 /// </summary> 15 public class GenericCacheTest 16 { 17 public static void show() 18 { 19 for (int i = 0; i < 5; i++) 20 { 21 Console.WriteLine(GenericCache<int>.GetCache()); 22 Thread.Sleep(10); 23 Console.WriteLine(GenericCache<long>.GetCache()); 24 Thread.Sleep(10); 25 Console.WriteLine(GenericCache<DateTime>.GetCache()); 26 Thread.Sleep(10); 27 Console.WriteLine(GenericCache<string>.GetCache()); 28 Thread.Sleep(10); 29 Console.WriteLine(GenericCache<GenericCacheTest>.GetCache()); 30 Thread.Sleep(10); 31 } 32 } 33 34 /// <summary> 35 /// 以前的缓存【 字典缓存】,静态属性常驻内存 36 /// </summary> 37 /// <typeparam name="T"></typeparam> 38 /// <returns></returns> 39 public class DictionaryCache 40 { 41 private static Dictionary<Type, string> _TypeTimeDictionary = null; 42 /// <summary> 43 /// 由我们的CLR保障第一次启用的时候会执行的,而且只执行一次 44 /// </summary> 45 static DictionaryCache() 46 { 47 Console.WriteLine("This is DictionaryCache 静态构造函数!"); 48 _TypeTimeDictionary = new Dictionary<Type, string>(); 49 } 50 public static string GetCache<T>() 51 { 52 Type type = typeof(Type); 53 //首先判断一下字典里面有没有,有直接从字典里拿,没有就计算一下,把数据放进去 54 if (!_TypeTimeDictionary.ContainsKey(type)) 55 { 56 _TypeTimeDictionary[type] = string.Format("{0}_{1}", typeof(T).FullName, DateTime.Now.ToString("yyyyMMddHHmmss.fff")); 57 } 58 return _TypeTimeDictionary[type]; 59 } 60 61 } 62 63 /// <summary> 64 /// GenericCache<T>每个不同的T,CLR都会生成一份不同的副本 65 /// 适合不同类型,需要缓存一份数据的场景,效率高 66 /// 静态的东西是放在内存中,且唯一,不会被回收的,但是;如果静态的东西被放在泛型里面,一切都变化了,会随着指定的不同类型,编译器会为它生产不同的副本 67 /// 局限性:泛型缓存一个类型,只能存一个值,两个值则存不了 68 /// </summary> 69 /// <typeparam name="T"></typeparam> 70 public class GenericCache<T> 71 { 72 static GenericCache() 73 { 74 Console.WriteLine("This is DictionaryCache 静态构造函数!"); 75 _TypeTime = string.Format("{0}_{1}", typeof(T).FullName, DateTime.Now.ToString("yyyyMMddHHmmss.fff")); 76 } 77 private static string _TypeTime = ""; 78 public static string GetCache() 79 { 80 return _TypeTime; 81 } 82 } 83 84 } 85 }
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