php函数基础(一)
一.函数结构
1.构成部分:
关键字 function ![]()
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)
函数名:get_sum
参数列表:($a,$b)
函数体:{}
返回值:return $a+$b;
2.函数命名规则:
有效的函数名以字母或下划线开头,后面跟字母,数字或下划线,注意:不能用数字开头。![]()
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)
3.返回值
值通过使用可选的返回语句返回;
可以返回包括数组或对象的任意字符;
返回语句会终止函数的运行,并将控制权交回调用该函数的代码行。
4.形参,实参 --形参与实参是一一对应的;
1>当实参数目小于形参数目时报错,给出警告信息,
2>当实参数目多于形参数目时,截取和形参数目相等的参数,实参可以是表达式,可以是常量,变量
5.默认值
如果调用函数时传递参数有值,实际参数代替默认值;如果没有值,函数体内使用默认 值;
默认值只能是常量或表达式;不能是变量;
如 function get_geece($is_formate=flase)
或function get_geece($is_formate=2-1)
3.>默认值只能在形参的右边,否则报错
6.强类型参数
一般情况,简单类型参数之间是可以相互转化的:
1> 整型开头的字符串+数字=数字
2> 浮点型开头的字符串+数字=数字
3>字符串开头的串+字符串开头的串=0
强类型参数定义:为参数列表中的参数指定类型,如果如果传入的数据类型不匹配,则抛出TypeError异常。
支持类型:
在php7.0中:支持int,float,bool,string
默认普通模式,开启严格模式,declare(strict_types=1);
7.可变参数列表
//php5.5 或更早使用函数
function get_sum()
{
$arg_num = func_num_args();
$num = 0;
if ($arg_num == 0) {
return $num;
} else {
// var_dump(func_get_args() );
foreach (func_get_args() as $arg) {
// var_dump($arg);
$num += $arg;
}
return $num;
}
}
func_num_args(): 返回实参个数
func_get_arg(索引): 返回某一个实参,必须是实参数组的索引,索引从0开始
func_get_args():返回实参数组。
func_num_args函数功能– 返回传递到函数的参数数目,其语法如下 : int func_num_args (void )。
说明 : 返回传递到目前定义函数的参数数目。如果是从函数定义的外面来呼叫此函数,则func_get_arg( )将会产生警告。
func_num_args( )可以用来结合func_get_arg( )和func_get_args( )来允许使用者定义的函式接受variable-length参数列表。其中,func_get_arg( )从参数列表返回项目,其语法:int func_get_arg (int arg_num),传回定义函数的参数列表的第arg_num个参数,其参数从0开始。且函数定义的外面来呼叫此函数会产生警告;并且当arg_num大于函数实际传递的参数数目时亦会产生警告并返回FALSE。
func_get_args()函数和func_get_arg()函数的区别在于,func_get_args()函数传回一数组,数组的各个元素相当于是目前使用者定义函式的参数列的数目。
function get_num2(...$args){
$sum=0;
if (!$args){
return $sum;
}else{
foreach ($args as $arg ){
$sum += $arg;
}
return $sum;
}
}
echo get_num2(3,4,5),"\n";
8.值传递和引用传递
传递数据类型:数值,对象,字符串,数组
值传递:单向传递,只能由实参传递给形参,而不能由形参传递给实参。内存中形参和实参存储在不同的空间,调用函数时,会给形参分配空间,实参将值传递给形参,调用函数完成后,形参释放空间,实参保留原来的值。
例子:值传递:形参$a,$b和实参$a1,$b1都开辟空间,$a和$b发生交换,但$a1和$b1空间不变化
function swap($a,$b){
$tmp=$a;
$a=$b;
$b=$tmp;
}
$a1=3;
$b1=5;
swap($a1,$b1);
echo "a:".$a1."b:".$b1; //结果 a1=3,b1=5
引用传递:形参没有开辟空间,直接在$a1,$b1空间上进行交换
function swap(&$a,&$b){
$tmp=$a;
$a=$b;
$b=$tmp;
}
$a1=3;
$b1=5;
swap($a1,$b1);
echo "a:".$a1."b:".$b1; // 值发生交换,a1=5,b1=3
9.变量作用域
局部变量:在某个范围内有效,超出范围则无效
1>在当前页面中声明的普通变量,不能在函数或者类中起作用;
2>在当前页面中声明的普通变量,不能被传递到其他页面;
3>在函数中声明的普通变量,在函数内部有效;
4>在类中声明的属性,在类的内部有效;
全局变量(global):
$GLOBALS 全局变量数组
对于php而言,可以这么说,在页面中生成的变量都是全局变量,在整个页面都有效;但是不能被函数或者类中的方法访问。
$g_name = 'lxw';
function get_name()
{
//将变量全局化 方法一:
// global $g_name;
// echo $g_name;
//方法二:
echo $GLOBALS['g_name'], "\n";
}
get_name();
两种方法都输出:lxw
超全局变量:
如果想被函数或类中方法访问,我们就有了超全局变量。
注意:在函数或类中,超全局变量是不能作为可变变量的
PHP自定义的超全局变量:8个
$_GET和$_POST, $_COOKIE和$_SESSION,$_SERVER,$_FILES,$_ENV,$_REQUEST
$v1 = 1;
$v2 = 2;
function show_global()
{
// 将$v1超全局化,开辟空间,函数内部没有改变函数外部的值
// global $v1, $v2;
// $v1 =& $v2;
输出:1 2
//运用外部v1 v2本身的值
// 没使用&符号, 这样使用全局变量,并不是通过参数的形式来使用,而是直接在函数内部改变全局变量的值,所以不用&符号也行
$GLOBALS['v1'] =& $GLOBALS['v2'];
}
show_global();
echo $v1, "\n";
echo $v2 . "\n";
输出:2 2
静态变量(static):
仅仅在函数局部作用域中存在,函数执行完,值并没有丢失
给static赋值时不能是函数表达式;
function show_static()
{
static $x = 0;
echo $x++;
}
show_static();
show_static();
输出:0 1
10.可变函数: 灵活, 方便,多变
定义:变量名后有圆括号,PHP将寻找与变量的值同名的函数,并且尝试执行它
//可变函数
function get_apple($num){
return "in the get_apple(),we need".$num."boxs";
}
function get_orange($num){
return "in the get_orange(),we need".$num."boxs";
}
function get_fruit($fruit,$num){
$str="get_".$fruit;
return $str($num);
}
echo get_fruit('apple',5),"\n";
不使用可变函数
function get_fruit2($string,$numb){
if ($string=='apple'){
return get_apple($numb);
}elseif($string=='orange'){
return get_orange($numb);
}
}
echo get_fruit2('apple',4);
11.嵌套函数:
特点:PHP嵌套函数有一些特别之处,最特别的是,当外部函数被调用时,内部函数就会自动进入全局域中,成为新的定义函数。
单层嵌套&&多层嵌套
当in函数已经被存在时,在调用out函数就不能重复定义in函数
function out(){
if (!function_exists('in')){
function in(){
echo "out 函数先执行,in 函数才能执行,我是in函数\n";
}
}
}
out();
in();
out();// Cannot redeclare in() 加判断后不再报错
输出:out 函数先执行,in 函数才能执行,我是in函数
//多层嵌套
function f_out(){
echo 'out',"\n";
function f_mid(){
echo 'mid',"\n";
function f_in(){
echo 'in',"\n";
}
}
}
f_out();
f_mid();
f_in();
输出:
out
mid
in
嵌套函数传参数
function out($msg_str){
if (!function_exists('in')){
function in($msg){
// echo "out 函数先执行,in 函数才能执行,我是in函数\n";
echo "function in :".$msg."\n";
}
}
echo "function out :".$msg_str."\n";
in($msg_str);
}
out("Hello");
in('123');
输出:
function out :Hello
function in :Hello
function in :123
12.递归函数
定义:函数在它的函数体内调用它自身,
作用:分解问题,调用自身
function digui($i){
echo "当前参数为\$i:{$i}\n";
$sum=1;
if($i==1){
echo "\$i={$i},\$sum={$sum}\n";
return 1;
}else{
$sum=$i*digui($i-1);
}
echo "\$i={$i},\$sum={$sum}\n";
return $sum;
}
echo digui(3);
输出:
当前参数为$i:3
当前参数为$i:2
当前参数为$i:1
$i=1,$sum=1
$i=2,$sum=2
$i=3,$sum=6
6
13.匿名函数(闭包)
定义:匿名函数(anonymous functions),又叫闭包函数(closures),允许临时创建一个没有指定名称的函数,最经常用作回调函数(callback)参数的值。
使用:闭包函数可以作为变量的值来使用。
方法一:
$msg = "lxw";
$bibao = function () use (&$msg) { //多一个&符号
echo "hello :" . $msg;
}; //必须加分号
$msg = "lxw22";
$bibao();
输出:lxw22
方法二:
$msg = "lxw";
$bibao = function () use ( $msg) {
echo "hello :" . $msg;
}; //必须加分号
$msg = "lxw22";
$bibao();
输出:lxw
方法三:
$msg = "lxw";
$bibao = function () use ( $msg) {
echo "hello :" . $msg;
}; //必须加分号
$msg = "lxw22";
$bibao();
输出:lxw
方法一:定义在use之后按照引用传递调用参数;
方法二和三比较说明: use使用的变量在定义闭包函数之前先声明好,而不是在调用的时候在声明;
闭包函数经典用法
function test_closure($name,Closure $clo){
echo "Hello",$name."\n";
$clo(); //注意加括号()
}
test_closure("Lily",function (){
echo "welocome";
});
输出:hello Lily,
welcome
14,代码复用性:
include与require
include_once与require_once:有且仅引用一次
require与require_once: 引入不存在的文件时报致命性错误,后面的代码停止执行
include与include_once: 引入不存在的文件时报j警告性错误,后面的代码继续执行
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