我们一起写个Web贪吃蛇小游戏吧(三) | 新手向 ⛵

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Regan Yue 发表于 2021/06/30 19:43:47 2021/06/30
【摘要】 这只是大学生博主记录完成Web大作业的全过程。欢迎各位指点,谢谢! 今日任务今天开始写吃苹果:把游戏初步完成。 放置苹果function putApple() { //随机放置苹果 apple = { x: Math.floor(Math.random() * BLOCK_COUNT), y: Math.floor(Math.random() * BL...

这只是大学生博主记录完成Web大作业的全过程。欢迎各位指点,谢谢!

今日任务

今天开始写吃苹果:把游戏初步完成。

放置苹果

function putApple() {
    //随机放置苹果
    apple = {
        x: Math.floor(Math.random() * BLOCK_COUNT),
        y: Math.floor(Math.random() * BLOCK_COUNT)
    }
    //判断苹果有没有放在蛇身上
    for(var i=0;i<snake.body.length;i++){
        if (snack.body[i].x === apple.x &&
            snack.body[i].y === apple.y) {
          putApple()
          break
        }
    }
}

很简单的思路,给苹果一个随机位置,然后判断有没有在蛇身上,如果在蛇身上就再生成一个随机的苹果坐标。

然后就是把苹果画出来。

//draw 苹果
    context.fillStyle = 'red'
    context.fillRect(
        apple.x * BLOCK_SIZE + 3,
        apple.y * BLOCK_SIZE + 3,
        BLOCK_SIZE - 3,
        BLOCK_SIZE - 3
    )

分数

游戏必不能缺少分数,然后就是写分数部分了。

在getStart()函数设置分数为0

然后每次吃苹果都分数+1

function eatApple(){
    snake.size +=1
    putApple()
    updateScore(score + 1)
}

然后更新分数的函数是这样写的,获取score+1到newScore,然后把newScore赋给score,然后插入网页。

function updateScore(newScore) {
    score = newScore
    document.getElementById('score_id').innerHTML = score
}

难度变化

function updateGameLevel(newLevel) {
    level = newLevel
    
    if (gameInterval) {
      clearInterval(gameInterval)
    }
    gameInterval = setInterval(gameRoutine, 1000 / (level+7))
  }

为了更好的模仿诺基亚上的贪吃蛇小游戏,这里引入了难度变化机制。

背景音乐

<audio controls  autoplay="autoplay" loop="loop">
       <source src="./music/music.wav" type="audio/wav">
</audio>

(1)其中如果声明了controls,浏览器将提供一个包含声音,播放进度,播放暂停的控制面板,让用户可以控制音频的播放。

(2)loop:布尔属性;如果声明该属性,将循环播放音频。

(3)autoplay:布尔值属性;声明该属性,音频会尽快自动播放,不会等待整个音频文件下载完成。

快捷键

 // u 85 i 73
    if(event.keyCode === 85){
        mode1()
    }
    if(event.keyCode === 73){
        mode2()
    }

为了给玩家更好的游戏体验,我设计了开始两种游戏模式的快捷键。分别是U键开始双方向模式,I键开始四方向模式。

使用base64编码来展示图片

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"/>
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