基础常识

常用的DOS命令

dir :    列出当前目录下的文件以及文件夹
md :   创建目录
rd :     删除目录
cd :    进入指定目录
cd.. :  退回到上一级目录
cd\:    退回到根目录
del :    删除文件
exit :   退出 dos 命令行

JDK(Java Development Kit    Java开发工具包)

JRE(Java Runtime Environment    Java运行环境)

简单而言,使用JDK的开发工具完成的java程序,交给JRE去运行。

Java中的名称命名规范:

  包名:多单词组成时所有字母都小写:xxxyyyzzz

  类名、接口名:多单词组成时,所有单词的首字母大写:XxxYyyZzz

  变量名、方法名:多单词组成时,第一个单词首字母小写,第二个单词开始每个单词首字母大写:xxxYyyZzz

  常量名:所有字母都大写。多单词时每个单词用下划线连接:XXX_YYY_ZZZ

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" 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" 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java的整型常量默认为 int 型,声明long型常量须后加‘l’或‘L’

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RSetqF0X3Ttdsg2fkwwYQ8VTehW5IdjQssiAgh6h+01FxaKi3Dz0DY7tAKp989f9Y+LNsgv7kl6tBRQDhiL1hjEggIzatJT22ZWrPVyizjiAm/k7hdt83RRUAkyCTG7gRbwsLk8PQhIBKEofkM0h3n5NCvTN1styTa8s1dad1FqOY6xS2OaKm5tFRyBhcQ7cS13om/nJ9yezfYRGlEHdjx6GAzEJYapUyfmhlzZPj2Jv8eBJ+T0Lf7RgmIm6P1DZ8xPQQIiEFhbcO/UEXPLKYQyn6DZN0SOwHmrhu9tZh/CgRX2o4i9k7PpjaiRUvNpaX6YmgBUSu1vdMXveGD9+bSjpwM139+cVVJqVh3AUFH+9ORPubXeMU6BwFhhnlGCogsc0xI0rG0JBAQg9LLEka3zYESgzQfzBbfCpp0c6As6ZzjSm/X2e75TTtbOUnTRUvNpaVS00MeCNe6dX66m+0crdUgyqrNgpJKef9Etq6zRdMICGc0De0X+dRV/sMOi8tJ3K7Ndo8WEO4VH2knBQExKL1loox9xZrMIMPHte7vxK+sk2es9r3X/1RGX6M1NFpq/i2VktQzEGfOhnw538nWN63jVw4SISBUTSAM6fcslXUVELxMtmcmmjk0LS/KPAVEfrpLB3BIF5gEpbJAPte1DgTEoPSXyjoqOi/IIGNW1pm6dXFL1tHIMU/XNxX3CFpqLi2VkOB3YdR4IkSYlNLZzlnOZKp2KADaKJnQSCJmQhLjk0JAOPcWa38ikynNV0D89k1TSZ8ixwxEIBAQg9LjuzAio3FFBtkltp+qm6MHCL5SY1Db+Yb0D1pqLi2Vjl4ERD3QNMMkq22+rIAIm4Fgm80YpMosbMgZCEZNz1pAkHVOuYQRCATEoCTLA0FnJk7xyhLSIJmD09kF/HUTuiXJ0RzxZOSU8JCgpebSUr3DCogus811c6qvkSXfxqkQLCBcMS/PZ3tVq4vTmyQREPwknmpJ5eKFfS4IiJ4EhJZHhBd5IJ7uAoKLcemeYKAiIL+h+aG4bi631GSjlx2NT74+dnoitNRcWmoA+lrCMFGXl9IsYdwdOt1AK4BkcT2JdmHQilU/uFdA3J0aotW6Y89n58O7wNkKCPW2Z2SPADqSYAaCHmLaG56rdgzulwPfsKB9ElQ3bsuY8joeydE4fzz+FBpaai4t1T/DCAh1KiLRDISaeIQiNA42cR4IMyKX2KekfqeRO4e3ZEoMa8vrGO+FCnISwjegGvS9hLGER3oUksRAWJNDVKhQs9s+0E4cBil5x6OobpxbsvyQ7GjEWudE3vGIlppLS/VNJwERubqTQkC4Xi5VTWbsnb602R6lb46vC59rzCzUkfUsJdymYesglYzgk17EPZCpkDkJ6n6KKzxADATog2RBlEb2VUIoVw+XuPORGaRyXvbI7rp5NoJZ/ZX/SqnDTmfyDC01l5bqkzEEBLmirwuFNkCS+fIheeqqpSmxaZXtjm3pg34i7clE5t0Pu/3hS5Oix10YAICpEisgHJmRvAgERP21jBIE1h7RRvq5J/b5AwIJ/TqJunXSTBt0sU8QDgQEAAskWkDIkwoLD3h3Q261IF6E0b7a2zXnD1LTt5NIGRma3D6BEwgIABZI9BIGWBxwEoADtgHAAoGAAFLgJAAHbAOABQIBAaTASQAO2AYACwQCAkiBkwAcsA0AFggEBJACJwE4YBsALBAICCAFTgJwwDYAWCAQEEAKnATggG0AsEAgIIAUOAnAAdsAYIFAQAApcBKAA7YBwALJChQUFBQUFBSUwJJ9/t0AIKEoitHrAKYJbAOABQIBAaTASQAO2AYACwQCAkiBkwAcsA0AFggEBJACJwE4YBsALBAICCAFTgJwwDYAWCAQEEAKnATggG1sCQ8nWVmOn8avDJg8YwiIh5Ms279447/wdrXKsiw7uY88xdO6088BTc9O4mmdpNt6u1pfvhMHX13lY9/ALQYCYht4u1qVD2ApI/SHMb88cXXaYJGMISBKfeDo0N+uVm6F4ef9YgUNkZj+nUQK5Uerz9IesvXD+LdxK4GA2ALuj5Wn5uEky7JVq8XfL44hwYFJnIDwGNP9sbOnVvRBfnlFeAtDQLxdrWi18bTmB6z55T6pUfLLfc/8B2AYwEnkl/ud3fzTmjjC+8VK7Q1BYiAg5o/Vnaoa4uEE4hvYOARENWiLLYaTfr9Y1Z+0+qAeF15e+U9FaIVywJqketTl96u4ny7C/Nn7xWrkAXRCJ6GNdVSaSVQLThHaN1YiIEqlAkmRCgiI7QQhEcBJ1AyEGsTwdnVhdNZvVytyENn8qhEQ3FIF+fnbu+U83i9WpmWTnol1V+zVZVnmXGTpQn18ifcq/VxTpi4g3gwhyN32Ltq0OWZHgVsVaIiBbCMUOpYlgPtjcaPrdsuahNu8zb8ap7Q7E338455MdddN+tyNChp0yxr07+YzTkDcHyu3zzYLNkay9ve1PmBXOnQBcX/JOXJCQJAjy4jhpnaN6QmfUedk2YC4nYS9+sCuRzycBD8SAWEx7AwERlH9kVhAvF2tumo7h77UbM/qHN4vVsSzLzNv+rf3x5nZJRqPAB8Wpv+WCDQOeO5GBA26ZQ1aEyEgntZa85grZ46p5vtjRUA8aMrDGGoL5N6GFRCkrTQfyhbzICBsXE6CqV5+uW9phZhIyYA5JLomEBD9kkhAaGO4bv7G6KZqjBnTsqM3DcP6rdS8aX/z+Xdzf6z3mXbdzKDF9sO1VeH2awHP3SigQbesQU08AiK/3DcbwxwLGrECgp66EhD2kgR3CnL9omnd/YiZbK8nhoCwcTkJblLBqnaQmq6//HQvv3BWQCBytkcmNwNBB9OYgU1cSLXZX0vNm/U32qnJ4Snh+RzD37oy4uduZNCgW9agNYIZiIcT9S7YQ3x9dMjoRPNe7F+80buNtS8otz5n1kSI1Qr3DERZZ3ZZRGlUCAgdn4DgwlkcC1XCktT3s5t6QDyTExDkRKP5Ib/Z2xgpSs2b8hBETZ7WEn/D3ARNgkc8d6OABt2yBq0RLWHkl/v1ZdM+u70w5jrp+JcqacmVFS9pCIhyHsy+rYRYEQoILx0EBLm9wljo2ToBwa35RYQ7NHeMFJdkS0UUaIikTE5AENjJxHh/Q00sC8xb6G8I7KGzM4Sorlv6564f0KBb1qA1whiI2uGR+kiZohAs1ZRtrC+CrOzOXf2wPOD7/YNhfykFhOqH1g+sgNDclWVY1cfWYlurloz7qR/Q9YAJBIQeR5J+xl4SRKm3PhnPKCBBJjH21JNdTZw10xcQ2jinwuNvzJlXv3nb/ka0+5p0LUSkHlW3lM9df6BBt6xBa8RBlI0jpLevVD5eFgCRWTeI2g7aNBibj4G4rex41CUgzAmo6iDklJT5NcMgyBUc+7aUAuJJs0X3M+YRENYpyBCebvidRLMDNtu/uIyRzPfHJ/cPJymmByAgBoW1Df9CFdulJrXepo/S4Pr0qhOnEis5zZveKcA/tk2MIVEH1t/Yk3Odn7veQYNuWYPWBOzCcIS/1Rsy/UKpllf7F2/6XQvedEv7VDJcP39zGC4f2GIJT1sbafEv9deEAsK+ma4smU4BUW1vIW51ynkIkYBYXd23EyERAiLLXCqKD7w1gYAYlInPQBDB4M3nZBaBMjTb9jce844csJIT11bf0kD5m27PXe+gQbesQWvkAqLRYoy+qy7Yv36xOj5RgyirxghKKuX9k40zutW2bFNAOGNbjD3HUgFBR4+6Qg4Zw2Wcpb1lqBtuJ2GIGEUpBpzCEXpSHVA6OQEBMSjTFhCOgU3VrbXnKjsKawJPZt7xS+a2FxEOWJM8d72DBt2yBq2RCoi62+U28ddTN/71i5P71vErdhAhIFRNIAzpt6vHeFnDk/Hi0ZACAQKC3NPMPmYOAdHOdxEloeoP3sZpvdcqMuBRvRA+17VtkBAQgzFpAeELQCMCm4igfb95d/M35pShaMlcWrGxQYNuWYPWyASE6r2YxXVeXmnfWV2+05rApQDowzKhkUTMhGPxhZvn1wWEczfwyvxmvIBwbIL1CYgBQmwcToJcQ4moW7rdsxAQgzJlARFhVETXLzJvR0chQD+aJGg/1XPXO2jQLWvQGomAMLwdFelau3/PPoKyJVgBETYDwd5rY5DqDidk1iZmNwMxqoBw7EoV5AXhb3sHICAGZcICgtqj70EyKmgP7s2aTFeJmQ3V597daQOSPXe9gwbdsgat8QsIwk+bHqu6fc6oPfJtnArBAsIVzNKG2NCZTY3j+5cw+EsjDC5eQDikgC88YgDbcgsIVsyNPwOh5RHhtSCIZ7oCgttY7/uJOQwVmbfL3+SXJ6UFctE8VidDHk39MNlz1zto0C1r0JrwVNZ/N59/n9b060DsHA816rpRmiUMehtPQ7sM5lkyp9qMsFFaY9K508mjheY0DTEg7odhryH14XAS0gyyPvqcgVB2ZCGLVGoGFBD0DiaWMkKIbXFiPtU2QrF58/5GzX9Kj0SpgTXz6gR9VjzBc9c7aNAta9Aal4BQElCKzaLSAVZ2BDOjZ+cZiIcTd90CglfNq3haZ/ur2tkYeRqs+Fjz+OZC19vVanWyNjew1M7MirZlnyKPArWTdcq2G4Xg34UhzLzmPkifSxiTfQ7nTloB4dpx04QMy+zEt3nHGPOwmYhk5s34G3ILgJUpSHBeYhiT5LnrGzToljVoAysg/OqB29nYbgpwDKa7Coj7Y14ZKCKmSc7omz1T3xp3ct9mtjDQ84o4Xjqqfcd+k1MV6annjqQyWDAvKSUvZ9xMlMqd99wfBwPEQIA+6ONtnE0hZ5Kk8+HeRUzjofYtd7Lm7dkIRiXwVYvjvMo3HQFSXZ673kCDblmDmnACws4brcEGMLY36OT+L/MSRVJ56EKhPT7z5TV536uGMTwxnU1sggEpEyfxNDXXOukEBJp4MPqxDQDApAnIRFnRPZpDICDqr2WUILCW9un3TZDnpQ8IJPTrJOrWSTNtMFRgKS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Java 的浮点型常量默认为double型,声明float型常量,须后加‘f’或‘F’,不然会报错。

字符类型:char

char 型数据用来表示通常意义上“字符”(2字节)

字符型常量的三种表现形式:

  字符常量是用单引号(‘ ’)括起来的单个字符,涵盖世界上所有书面语的字符。例如:char c1 = 'a';   char c2 = '中'; char c3 =  '9';

  Java中还允许使用转义字符‘\’来将其后的字符转变为特殊字符型常量。例如:char c3 = ‘\n’;  // '\n'表示换行符

  直接使用 Unicode 值来表示字符型常量:‘\uXXXX’。其中,XXXX代表一个十六进制整数。如:\u000a 表示 \n。

char类型是可以进行运算的。因为它都对应有Unicode码。

boolean类型数据只允许取值true和false,无null。

  不可以0或非 0 的整数替代false和true,这点和C语言不同。

基本数据类型转换

自动类型转换:容量小的类型自动转换为容量大的数据类型。数据类型按容量大小排序为:

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" alt="" width="575" height="79" />

byte,short,char之间不会相互转换,他们三者在计算时首先转换为int类型。

当把任何基本类型的值和字符串值进行连接运算时(+),基本类型的值将自动转化为字符串类型。

boolean类型不可以转换为其它的数据类型。

String str1 = 4;        //判断对错:错
String str2 = 3.5f + “”; //判断str2对错:对System.out.println(str2); //输出:3.5
System.out .println(3+4+“Hello!”); //输出:7Hello!
System.out.println(“Hello!”+3+4); //输出:Hello!34
System.out.println(‘a’+1+“Hello!”); //输出:98Hello!
System.out.println(“Hello”+‘a’+1); //输出:Hello!a1

自增(前):先运算后取值   a=2;b=++a;   a=3;b=3

自增(后):先取值后运算   a=2;b=a++;   a=3;b=2

short s = 3;     s=s+2;  ①            s+=2;    ②         ①和②有什么区别?

逻辑运算符

&—逻辑与         | —逻辑或         !—逻辑非
&& —短路与      || —短路或        ^ —逻辑异或

&”和“&&”的区别:

  单&时,左边无论真假,右边都进行运算;

  双&时,如果左边为真,右边参与运算,如果左边为假,那么右边不参与运算。

switch(表达式)中表达式的返回值必须是下述几种类型之一:byte,short,char,int,枚举,String;

case子句中的值必须是常量,且所有case子句中的值应是不同的;

最简单无限循环格式:while(true) , for(;;),无限循环存在的原因是并不知道循环多少次,需要根据某些条件,来控制循环,break。

break 表示: 结束当前循环

continue 表示: 结束当次循环

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