Java关键字

•  abstract:表明类或类中的方法是抽象的;
•  boolean:基本数据类型之一,布尔类型;
•  break:提前跳出一个块;
•  byte:基本数据类型之一,字节类型;
•  case:在 switch 语句中,表明其中的一个分支;
•  catch:用于处理例外情况,用来捕捉异常;
•  char:基本数据类型之一,字符类型;
•  class:类;
•  continue:回到一个块的开始处;
•  default:用在 switch 语句中,表明一个默认的分支;
•  do:用在"do while"循环结构中;
•  double:基本数据类型之一,双精度浮点数类型;
•  else:在条件语句中,表明当条件不成立时的分支;
•  extends:用来表明一个类是另一个类的子类;
•  final:用来表明一个类不能派生出子类,或类中的方法不能被覆盖,或声明一个变量是常量;
•  finally:用于处理异常情况,用来声明一个肯定会被执行到的块;

•  float:基本数据类型之一,单精度浮点数类型;
•  for:一种循环结构的引导词;
•  if:条件语句的引导词;
•  implements:表明一个类实现了给定的接口;
•  import:表明要访问指定的类或包;
•  instanceof:用来测试一个对象是否是一个指定类的实例;
•  int:基本数据类型之一,整数类型;
•  interface:接口;
•  long:基本数据类型之一,长整数类型;
•  native: 用来声明一个方法是由与机器相关的语言(如 C/C++/FORTRAN 语言)实现的;
•  new:用来申请新对象;
•  package:包;
•  private:一种访问方式:私有模式;
•  protected:一种访问方式:保护模式;
•  public:一种访问方式:公共模式;
•  return:从方法中返回值;
•  short:基本数据类型之一,短整数类型;
•  static:表明域或方法是静态的,即该域或方法是属于类的;
•  strictfp:用来声明 FP-strict(双精度或单精度浮点数)表达式,参见 IEEE 754 算术规范;
•  super:当前对象的父类对象的引用;
•  switch:分支结构的引导词;
•  synchronized:表明一段代码的执行需要同步;
•  this:当前对象的引用;
•  throw:抛出一个异常;
•  throws:声明方法中抛出的所有异常;
•  transient:声明不用序列化的域;
•  try:尝试一个可能抛出异常的程序块
•  void:表明方法不返回值;
•  volatile:表明两个或多个变量必须同步地发生变化;
•  while:用在循环结构中;
•  assert:声明断言;
•  enum:声明枚举类型;

注意:goto 和 const 不是 Java 编程语言中使用的关键字,但是是 Java 的保留字,也就是说 Java 保留了它们,但是没有使用它们。true 和 false 不是关键字,而是 boolean 类型直接量

Java数据类型

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" 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Java中的基本数据类型

java包含8种基本数据类型,可分为四类

(1) :整数型:byte、short、int、long

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" 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(2) :浮点型:float、double

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" alt="" />
(3) :字符型:char

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" alt="" />
(4) :逻辑型 :boolean

注意:

1.整数型的值都是带符号的数字

2. 浮点型的值,如果没有特别指明,默认是double型

3.定义 float 型的时候,一定要指明是 float 型的,可以通过在数字后面添加”F”或者”f”来表示。

4.char 代表一个 16-bit 无符号的(不分正负的)Unicode 字符,一个 char 字符必须包含在单引号内。

5.在整数类型和 boolean 类型之间无转换计算。Java  中不可以直接将整数类型和逻辑类型转换

字符串类型String

注意 :
(1) :String 不是原始的数据类型,而是一个类(class)
(2) :String 包含的字符数量是任意多个,而字符类型只能是一个。要特别注意: ”a” 表示的是字符串, 而’a’表示的是字符类型, 它们具有不同的功能。
(3) :String 的默认值是 null

类型转换

隐式转换:

是指不需要书写代码,由系统自动完成的类型转换。由于实际开发中这样的类型转换很多,所以 Java 语言在设计时,没有为该操作设计语法,而是由 JVM 自动完成。

转换规则:从存储范围小的类型到存储范围大的类型。
具体规则为:byte→short(char)→int→long→float→double

示例代码:

 byte b=10;
int i=b;//不需要强制显式的int i=(int)b;来转换

显式转换:

是指必须书写代码才能完成的类型转换。该类类型转换很可能存在精度的损失,所以必须书写相应的代码,并且能够忍受该种损失时才进行该类型的转换。

转换规则:从存储范围大的类型到存储范围小的类型。

具体规则为:double→float→long→int→short(char)→byte

语法格式为:(转换到的类型)需要转换的值

示例代码:

 int  n  =  123;
byte b = (byte)n; //b=123
int m = 1234;
byte b1 = (byte)m;//b1=-46

b1 的计算方法如下:m 的值转换为二进制是10011010010,取该数字低8位的值作为b1的值,则b1的二进制值是11010010,按照机器数的规定,最高位是符号位,1 代表负数,在计算机中负数存储的是补码,则该负数的原码是 10101110,该值就是十进制的-46。
注意:强制类型转换通常都会存储精度的损失,所以使用时需要谨慎。

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