reverse( ) 数组逆序
// reverse() 数组逆序
var arr = ["边境牧羊犬", "德国牧羊犬", "金毛", "贵宾犬", "柯基犬"];
arr.reverse();
alert(arr);
//柯基犬,贵宾犬,金毛,德国牧羊犬,边境牧羊犬
reverse 直接修改原数组。
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" alt="" />
sort() 排序
按照字符串排序。
var arr = [5, 4, 1, 2, 3];
var arr = [1, 20, 15, 10, 2];
arr.sort();
alert(arr); //1,10,15,2,20 按字符串排序(ASCLL码)还是从右往左比
/*
【注】排序,尽量自己去封装排序的方法,不要用官方给定的方法。
冒泡排序
选择排序
*/
排序算法:
1、冒泡排序
// var arr = [9, 8, 7, 6, 5, 4];
/*
将上述数组,从小到大进行排序。
冒泡排序规则:前后两两进行比较,如果符合比较的条件,就交换两个数的位置,直到所有的数据,都符合从小到大条件,结束排序。
规律:每一轮比较,都会找出一个较大的数,放在正确的位置。
第一轮:
9, 8, 7, 6, 5, 4
8, 9, 7, 6, 5, 4
8, 7, 9, 6, 5, 4
8, 7, 6, 9, 5, 4
8, 7, 6, 5, 9, 4
8, 7, 6, 5, 4, 9
第二轮:
8, 7, 6, 5, 4
7, 8, 6, 5, 4
7, 6, 8, 5, 4
7, 6, 5, 8, 4
7, 6, 5, 4, 8
第三轮:
7, 6, 5, 4
6, 7, 5, 4
6, 5, 7, 4
6, 5, 4, 7
第四轮:
6, 5, 4
5, 6, 4
5, 4, 6
第五轮:
5, 4
4, 5
总结:
比较的轮数 = 数组长度 - 1;
每一轮比较的次数 = 数组长度 - 当前轮数
根据总结写代码:
//决定比较几轮
for(var i = 0; i < arr.length - 1; i++){
//决定每一轮比较多少次
for(var j = 0; j < arr.length - i - 1; j++){
if(arr[j] > arr[j + 1]){
var tmp = arr[j];
arr[j] = arr[j + 1];
arr[j + 1] = tmp;
}
}
}
alert(arr);//4,5,6,7,8,9
我们在用的时候可以你把这段代码封装成函数,这样以后直接通过script标签的src属性调用,就可以了。像下面这样
function BubbleSort(arr){
for(var i = 0; i < arr.length - 1; i++){
//决定每一轮比较多少次
for(var j = 0; j < arr.length - i - 1; j++){
if(arr[j] > arr[j + 1]){
var tmp = arr[j];
arr[j] = arr[j + 1];
arr[j + 1] = tmp;
}
}
}
}
调用:
<script src= "封装冒泡函数的js文件名"></script>
<script>
var arr = [9, 8, 7, 6, 5, 4];
alert(arr);//9,8,7,6,5,4
BubbleSort(arr);//调用冒泡排序函数
alert(arr);
//4,5,6,7,8,9
</script>
-------------------------------------------------
选择排序(打雷台法):
选择排序/打擂台法:
规律:通过比较首先选出最小的数放在第一个位置上,然后在其余的数中选出次小数放在第二个位置上,依此类推,直到所有的数成为有序序列。
第一轮:
9, 8, 7, 6, 5, 4
8, 9, 7, 6, 5, 4
7, 9, 8, 6, 5, 4
6, 9, 8, 7, 5, 4
5, 9, 8, 7, 6, 4
4, 9, 8, 7, 6, 5
一号位 比较出最小的数为4
第二轮:
9, 8, 7, 6, 5
8, 9, 7, 6, 5
7, 9, 8, 6, 5
6, 9, 8, 7, 5
5, 9, 8, 7, 6
二号位 比较出最小的数为5
第三轮:
9, 8, 7, 6
8, 9, 7, 6
7, 9, 8, 6
6, 9, 8, 7
三号位 比较出最小的数为6
第四轮:
9, 8, 7
8, 9, 7
7, 9, 8
四号位 比较出最小的数为7
第五轮:
8, 9
四号位 比较出最小的数为8
总结:
比较的轮数 = 数组长度 - 1
每一轮比较次数 = 数组长度 - 当前轮次
根据总结写代码:
var arr = [9, 8, 7, 6, 5, 4];
//用选择排序的方法从小到大排列数组元素。
//比较的轮数
for(var i = 0; i < arr.length - 1; i++){
//每轮比较的次数
for(var j = i + 1; j < arr.length; j++){
if(arr[i] > arr[j]){
var tmp = arr[i];
arr[i] = arr[j];
arr[j] = tmp;
}
}
}
alert(arr);//4,5,6,7,8,9
我们在用的时候可以你把这段代码封装成函数,这样以后直接通过script标签的src属性调用,就可以了。像下面这样
function changeSort(arr){
for(var i = 0; i < arr.length - 1; i++){
//次数
for(var j = i + 1; j < arr.length; j++){
if(arr[i] > arr[j]){
var tmp = arr[i];
arr[i] = arr[j];
arr[j] = tmp;
}
}
}
}
调用:
<script src= "封装选择排序函数的js文件名"></script>
<script>
var arr = [9, 8, 7, 6, 5, 4];
alert(arr);//9,8,7,6,5,4
changeSort(arr);//调用冒泡排序函数
alert(arr);
//4,5,6,7,8,9
</script>
以上就是关于数组排序中的 冒泡排序和选择排序的讲解。
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