html+css+js实现狼吃羊小游戏

html+css+js实现狼吃羊小游戏

一、总结

一句话总结：给动的元素下标记，这里表现为将要活动的标签动态增加class，这是一种很好的思想。

1、如何实现棋子走动的时候简单精确定位？

用重构坐标系实现每个节点的轻松定位，也就是在表格布局的基础上，给每个占位的span添加了横纵坐标（第二套坐标系）来简化位置操作

90     $('.qipan').append('<div class="cell" xpos='+(i%5)+' ypos='+Math.floor(i/5)+'><span class="fill"></span></div>');

2、如何实现走棋子的操作（也就是你点一下棋子，再点一下空格，棋子就移动到了空格，但是电脑是怎么记住你点的那个棋子的呢）？

对点击的棋子留一个痕迹，也就是在它上面多加一个名为active的class

$(this).addClass('active');

3、如何实现棋子直着走动，而不是斜着走动，而且是一次按照要求走一到两格，而不是多格？

通过欧式物理距离判断：一格的话直接判断距离为1，两格的话直接判断距离为2，这样可以针对多有情况：斜的，直的，横的，是否多格

二维平面上两点a(x1,y1)与b(x2,y2)间的欧氏距离：

119     langx=$('.active').parent().attr('xpos');
120     langy=$('.active').parent().attr('ypos');
121     yangx=$(this).parent().attr('xpos');
122     yangy=$(this).parent().attr('ypos');
123     gap=Math.sqrt(Math.pow(langx-yangx,2)+Math.pow(langy-yangy,2));

124     if(gap==2){

4、没有棋子的空节点上面如何实现点击事件？

用span来实现的空节点的点击事件，也就是空节点上其实是有span的

90     $('.qipan').append('<div class="cell" xpos='+(i%5)+' ypos='+Math.floor(i/5)+'><span class="fill"></span></div>');

5、整个游戏棋盘的布局是通过什么来实现的？

布局是通过表格来布局的

<table class='table'>

6、如何实现棋子的移动？

改变棋子定位中的top和left属性即可实现

$(this).css({'left':xc+'px','top':yc+'px'});

7、改善想法：

1、用一个二维数组来对应记录每个格点的棋子状态可以简化编程

二、html+css+js实现狼吃羊小游戏

1、截图

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alt="" />

2、百度盘下载地址

链接：https://pan.baidu.com/s/1gcTxO-OweOsNPff1Kt0j3A 密码：2tvs

3、开发思路

1.游戏界面布局
2.开发游戏规则
3.游戏调试

4、代码

注意用了jquery，用的时候记得引包

 <!doctype html>
 <html lang="en">
 <head>
     <meta charset="UTF-8">
     <title>狼吃羊游戏</title>
     <style>
         *{
             margin:0px;
             padding:0px;
         }
         .qipan{
             width:450px;
             height:450px;
             /*background: #555;*/
             position: absolute;
             top:50%;
             left:50%;
             margin-top:-225px;
             margin-left:-225px;
         }

         .table{
             width:400px;
             height:400px;
             margin:0 auto;
             margin-top:25px;
             border-collapse:collapse;
         }

         td{
             border:2px solid #0ff;
         }

         .cell{
             width:50px;
             height:50px;
             /*border:1px dashed #0f0;*/
             position: absolute;
             top:0px;
             left:0px;
             cursor: pointer;
         }

         .fill{
             display: block;
             width: 50px;
             height:50px;
         }

         body{
             overflow: hidden;
             background: url('bg.jpg');
             background-size:100%;
         }
     </style>
     <script src="jquery.js"></script>
 </head>
 <body>
     <div class="qipan">
         <table class='table'>
             <tr>
                 <td></td>
                 <td></td>
                 <td></td>
                 <td></td>
             </tr>
             <tr>
                 <td></td>
                 <td></td>
                 <td></td>
                 <td></td>
             </tr>
             <tr>
                 <td></td>
                 <td></td>
                 <td></td>
                 <td></td>
             </tr>
             <tr>
                 <td></td>
                 <td></td>
                 <td></td>
                 <td></td>
             </tr>
         </table>
     </div>
 </body>
 <script>
 for(i=0;i<25;i++){
     $('.qipan').append('<div class="cell" xpos='+(i%)+' ypos='+Math.floor(i/5)+'><span class="fill"></span></div>');
 }

 $('.cell').each(function(i){
     xpos=$(this).attr('xpos');
     xc=xpos*100;
     ypos=$(this).attr('ypos');
     yc=ypos*100;

     $(this).css({'left':xc+'px','top':yc+'px'});

     if(i>= && i<=){
         $(this).html('<img src="lang.png" class="lang">');
     }

     if(i>=){
         $(this).html('<img src="yang.png" class="yang">');
     }
 });

 // 狼
 $(document).on('click','.lang',function(){
     $('.lang').removeClass('active');
     $('.yang').removeClass('active');
     $(this).addClass('active');
 });

 //羊
 $(document).on('click','.yang',function(){
     langx=$('.active').parent().attr('xpos');
     langy=$('.active').parent().attr('ypos');
     yangx=$(this).parent().attr('xpos');
     yangy=$(this).parent().attr('ypos');
     gap=Math.sqrt(Math.pow(langx-yangx,2)+Math.pow(langy-yangy,2));
     if(gap==2){
         //狼吃羊
         $obj=$('.active');
         $('.active').parent().html('<div class="fill"></div>');
         $obj.removeClass('active');
         $(this).parent().html($obj);
     }else{
         $('.lang').removeClass('active');
         $('.yang').removeClass('active');
         $(this).addClass('active');
     }
 });

 // fill
 $(document).on('click','.fill',function(){
     // 狼
     langx=$('.active').parent().attr('xpos');
     langy=$('.active').parent().attr('ypos');
     fillx=$(this).parent().attr('xpos');
     filly=$(this).parent().attr('ypos');
     gap=Math.sqrt(Math.pow(langx-fillx,2)+Math.pow(langy-filly,2));

     if(gap==1){
         if($('.active').hasClass('lang')){
             if($('.cell').find('img').hasClass('active')){
                 $obj=$('.active');
                 $('.active').parent().html('<div class="fill"></div>');
                 $obj.removeClass('active');
                 $(this).parent().html($obj);
             }
         }
     }

     // 羊
     if($('.active').hasClass('yang')){
         yangx=$('.active').parent().attr('xpos');
         yangy=$('.active').parent().attr('ypos');
         fillx=$(this).parent().attr('xpos');
         filly=$(this).parent().attr('ypos');
         gap=Math.sqrt(Math.pow(yangx-fillx,2)+Math.pow(yangy-filly,2));
         if(gap==1){
             if($('.cell').find('img').hasClass('active')){
                 $obj=$('.active');
                 $('.active').parent().html('<div class="fill"></div>');
                 $obj.removeClass('active');
                 $(this).parent().html($obj);
             }
         }

     }
 });

 </script>
 </html>

 

 

 

 

 

 

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