java中有三种方式向控制台输入信息,分别是print,printf,println,现在简单介绍一下他们之间的异同。

  • printf主要是继承了C语言的printf的一些特性,可以进行格式化输出
  • print就是一般的标准输出,但是不换行
  • println和print基本没什么差别,就是最后会换行

看一下他们的效果:


print:

aaarticlea/png;base64,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" alt="" />

结果:

aaarticlea/png;base64,iVBORw0KGgoAAAANSUhEUgAAAUsAAABECAIAAACH9ICoAAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEmUlEQVR4nO3dW3ajMAyAYZczC2PpLG0eOHFdX2RJNuAk//cyLRhZFuaSSVJCAAAAAAAAADDu5/znOI64aN93R6Azwrlt+vOz4rjcyaSVmRLnurJ0y77CfsnqGZ7IZ4U63GYLyYDT41PQbXCzVj7lSccRJ84DfZwqeT5NKelghrfJSjpi/cE+bpPPZ8dLufzStKzkfOLJazxOt43DxIByhvo6XCdLYCSfkbPt43W4zb/sd83I930/D3vHYZNuUl2e3s1mZ59WnFn5XDqu6rZxjKF2Gy/UJ92wPGbKUcilrsbPfhbGNf4SzxFfqJu1i1l1WNMmr95fyuXBcutbvgRoLS/7Ole12rfySTsql+vjzBpXdduQjDcrtVyf8wBudVEub+1EOU9Ne814NdzzpDVFhSFUFw7WYVn5NVxv113x0mato7fq3CTdo0KcMp+9uAWobtKNI6seXXKe3azGKbuwzs5u+/FBOeo5bnodlpIf4dnkEC6twXKQl5GFsOmqtIEQx5RPlz5OKw0hz1lJtpgOb/2FyNrex1HPQWvWYaJtMNfu5udsllvGNgJNHE0+yn6rcVqTLI2jybO1SlMH2fhhEHNzhBrPv4zjmz/HizuHkTosZc774cffO+osiGm5kIk+yWzXzooTZoyrekXK1urjl0Gqg+12Wl3VqlvW3jp5psyTMiV5+Q11AOYwXZ2q18Mv9LV1+Hk6Adg47rYGb9A+BnUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAD4bDw/XBthVpzrytIt+537Rf5T87jNFuwPl1vtb0238mn91X5TnDgv9XGqrI9ecHexzt7JSjdinUG9HZ4fbovTbeMwMaCcob4OszJp/Wqy2mR7Lzw/fH4czUueOLT0QRzZJkJ99pWeH27lmw83vMz5SJu8en8plwfjsxqzTVrLy77OVfJLiXJh2lG5XB9n1riq24ZkvFmp5focyzw/3Mo9H1pTEbLOES5Q7unsapDtoezwy1aljeU4ZT7ZzGjl1o0jK/Pv5pldGK+g7OJ40Yc1te+GSpd06wYfnh9e71oZp5WGkOesJFv0h3ewnM6s7WWOusFnG9xn3c3j2VpoqbkyaOJo8lH2W43TmnxpHE2erVXjV8jxwyPmds+9hqlus+4gvgrPDzfECTPGVb1SZWv18csg1cF2O62uatWtbF81ZT6UXQs9Ap/AdCmrXifxPXh++Jtx3G0N3qABAAAAAAAAwNf7cbzT6Hg/8xFyPsJb0NVBUZ9AfWpr5fo8bnNks+97davW8qfI+Qj7bHCqUR9fvx9Zn8f5v3kCYH1/vnnS+lRjGLvxMMURPj7Z/TSo8h7JfYqlPo7csnzcYZVxVq7PI36v4cfr207nAOJoy+qYXB1HuFnSxEnFJdV9TH2oTxknJdfnKb9HeGu3PXXGsvZ7XPZ9zBP1kVGfNeXfD8+80ZjPVAcTtm5Ofea2f9Aj9bmB6n/a7jwTx5so/euiiXwjpT5XbOXzjvW5VP5+eFqUNNe0TOUYWq+R5DgtMYdsD1XjCMG7+bS6qA6W+gTqY68PAAAAAAAAAABY3H/c8AlqT996GwAAAABJRU5ErkJggg==" alt="" />

从结果中可以明显看到,print输出内容之后,不会换行,光标定到最后一个字符之后。


println:

aaarticlea/png;base64,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" alt="" />

结果:

aaarticlea/png;base64,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" alt="" />

可以看到,每次执行完println之后,光标都会自动定位到下一行。

看看《Head First Java》怎样区别它们的?

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" alt="" />

还是很好区分的。


如果你学过c语言,对printf应该很是了解啦,我在这里再重复一遍。

什么是格式化输出呢?格式化输出就是向指定的地方(如:屏幕)输出指定格式的内容。

不同的语言对数据的格式化的表达形式稍微有点差别,java中一些数据的格式化形式:

'd' 整数 结果被格式化为十进制整数
'o' 整数 结果被格式化为八进制整数
'x', 'X' 整数 结果被格式化为十六进制整数
'e', 'E' 浮点 结果被格式化为用计算机科学记数法表示的十进制数
'f' 浮点 结果被格式化为十进制数
'g', 'G' 浮点 根据精度和舍入运算后的值,使用计算机科学记数形式或十进制格式对结果进行格式化。
'a', 'A' 浮点 结果被格式化为带有效位数和指数的十六进制浮点数

第一种的颜色是之适用整形,红色只适应浮点型,我为什么说这个呢?在c语言中能自动强制类型转换,所以,类型不对,程序也能正常运行,但在java中,类型不对程序就不能运行。我会在后边举例的。

再给从c语言阵营的一个小提醒:float 数据后必须跟 “f”,否则java会把数据看成double类型。

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" alt="" />

举几个具体的例子展示一下java的各种格式化的输出:

 public class Test{
public static void main(String[] args) {
int i = 10;
float f = 10.0f;
double d = 10.0;
System.out.printf("%d %#o %#x \n", i, i, i);//你可以去掉#号试试效果
System.out.printf("%e %f %g %a \n", f, f, f,f);
System.out.printf("%e %f %g %a \n", d, d, d,d);
}
}

看看效果:

aaarticlea/png;base64,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" alt="" />

下边举个错误的例子:

 public class Test{
public static void main(String[] args) {
int i = 10;
System.out.printf("%e \n",i);
}
}

看看会出现什么错误:

aaarticlea/png;base64,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" alt="" />

不合法类型转换异常,所以,写程序时要对号入座啊。

print, printf, println就说这么多啦,下边介绍一下从从控制台输入数据的方式,以后会在IO输入/输出时再详细介绍java的输入。

输出我们用的是System.out,那么又没有System.in呢?哈哈,有是有,但System.in只能获取字节,我们要想获得数字和字符串直接调用System.in是不能实现的,如果可以,你可以自己写个类封装一下System.in,实现获取数字与字符串的接口。你可能已经想到啦,java已经提供了这样的类:Scanner,你可以通过Scanner对象获取各种数据。

 import java.util.Scanner;
public class Test{
public static void main(String[] args) {
Scanner s = new Scanner(System.in);//System.in作为Scanner构造函数的参数
System.out.println(s.nextLine());//nextLine获取输入的数据直到遇见回车键,回车键也会接受
System.out.println("over");
}
}

aaarticlea/png;base64,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" alt="" />

一定要注意那个注释部分回车键也会接受,否则会进入到一个小坑里呦,举个例子:

import java.util.Scanner;

public class Test{
public static void main(String[] args) {
Scanner s = new Scanner(System.in);//System.in作为Scanner构造函数的参数 int i = s.nextInt();
System.out.println(i); System.out.println("please input a word:");//输入一个单词
String str = s.nextLine();
System.out.println(str); System.out.println("over"); }
}

看结果:

aaarticlea/png;base64,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" alt="" />没有输入单词程序就结束啦,为什么呢?当你输入“100”数字时,敲回车结束,nextInt()函数不会接受回车键,但nextLine会接受缓存区里的数据和回车键,此时缓存区有个回车键,所以nextLine()接收了回车键,如果缓存区是空的会让你输入内容,所以,你应该明白了为什么你没有输入程序就结束了的原因了吧。


好啦,今天就写这么多。

我很想用心打造精品,但限于知识和语言表达能力,其中必有很多不足,望大家海涵啊。

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" 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