第3课 在Scratch中移动角色——向城堡出发
- 创设故事情景
“向城堡出发”这个故事发生在小猫“抓抓”发现城堡,并且向城堡出发的路上。
单击此处,在线试玩本课的在线范例,看看小猫“抓抓”是如何向城堡出发的。
单击此处,打开本课的空白练习作品项目页,单击右上角的“转到设计页”按钮,在“作品设计页”中,根据所学会的本领, 从“背景库”中添加如下图所示的舞台背景。也可以单击此处或者扫描右边的二维码复习舞台背景的添加方法。
- 认识Scratch中的舞台坐标
在Scratch中,要准确描述角色在舞台上的位置,需要坐标系统的帮忙。
在Scratch的舞台坐标系统中,一般把水平方向称为“x轴”,垂直方向称为“y轴”。“x轴”有480个像素点,“y轴”有360个像素点。其中,舞台的中心点是坐标系统的原点,它的坐标值是(0,0)。可以单击此处或者扫描右边的二维码了解舞台坐标的详细知识。
在本课的练习作品设计页的舞台上移动鼠标,可以在舞台右下角的状态栏上,看到当前鼠标的坐标。这个坐标值,会随着鼠标的移动而变化。
移动鼠标分别指向Scratch舞台的左上角、右上角、左下角、右下角,看看这些特殊位置的坐标值是多少?将这些坐标值填写到学习手册上。
- 让小猫走向城堡
让小猫从舞台的左下角走到城堡门口,需要用到“动作”类别中的 和 这两个指令。单击此处或者扫描右边的二维码了解关于这两个指令的详细知识。
在本课练习作品设计页“指令区”的“脚本”选项卡中找到这两个指令,想一想,这两个指令的参数可能是什么意思?
- 分别在这两个指令中输入所需要的参数,然后双击这两个模块,看看它们有什么区别。把你所发现的现象记录到学习手册上。
- 先把小猫拖动到舞台的不同位置,然后观察这两个指令中的参数变化;同时与舞台右下角状态栏中的坐标值比较一下,看看它们之间有什么关系?同样也把你的发现记录到学习手册上。
要让小猫沿着舞台上的小路走到城堡门口,可以按照以下步骤操作,也可以单击此处或者扫描右边的二维码了解具体的操作过程, 然后在自己的练习作品设计页中让小猫走向城堡
- 将小猫拖动到舞台左下角,比如它的坐标位置大致是(-158,-91)。
- 拖动
指令到脚本区。这样,不管小猫在哪个位置,只要执行这个指令,就会快速移动到参数指定的位置。
- 将小猫再拖到第二个位置,比如坐标为(-69,-57)的这个位置。
-
从左下角的起始位置到这一步,应该有移动的过程,因此最合适的是使用 这个指令。拖动这个指令到脚本区,与前一个指令组合。
- 按照以上步骤,依次将小猫拖动到后续的位置,然后再拖动
指令到脚本区,与前一个指令组合,一直将小猫移到城堡门口为止。
- 让小猫越走越小
小猫在走向城堡的过程中,按照一般的视觉规律,应该是越走越小。
要改变角色的大小,可以使用“外观”类别中的 指令。由于小猫是越走越小的,因此指令中的参数应该是负数,比如输入“-15”,表示缩小15%。
可以按照以下步骤操作,也可以单击此处或者扫描右边的二维码了解具体的操作过程, 然后在自己的练习作品设计页中让小猫越走越小。
- 将
指令拖动到 指令下方。
- 修改
指令中的参数为“-15”。
- 依次在每个
指令下方添加 指令,并修改参数。
-
尝试多运行几次脚本,你发现问题了吗? 将你的发现填写到学习手册上。
- 如何解决这个问题呢?观察下图这段脚本与你编写的脚本有什么区别?增加了哪个指令?这个指令有什么用?将你的发现填写到学习手册上。也可以单击此处或者扫描二维码了解相关的知识。
- 把你发现的这个指令添加到练习作品设计页的脚本中,再运行程序。现在小猫能够一边走向城堡、一边改变大小了吧!
-
让小猫产生走动的效果
通过以上操作,小猫可以一边走向城堡、一边改变大小。但美中不足的是,它走路的姿势比较僵硬。如果能够在移动的时候有动态的走动效果,那就非常完美了。
其实,小猫角色默认有下图所示的两个造型,只要用脚本代码控制不断循环显示这两个造型,就可以产生小猫走动的动态效果。
可以按照以下步骤操作,也可以单击此处或者扫描右边的二维码了解具体的操作过程, 然后在自己的练习作品设计页中让
- 单击“脚本”选项卡中的“控制”类别,将
指令拖动到脚本区。
- 再单击“脚本”选项卡中的“外观”类别,将
指令拖动到 指令里面,将这两个指令组合在一起。
- 将
指令拖动到 指令下方,使这两个指令组合在一起;然后修改参数,将等待的时间修改为“0.1”秒。
-
如何让小猫“抓抓”既有走动的动态效果,又能同时根据预先设计的路线向城堡走去呢?可以单击此处或者扫描右边的二维码了解相关的知识。
- 分析下面这两段程序,它们都能够让小猫向城堡走去。你觉得哪段程序好?好在哪里?把你的想法填写到学习手册上。
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)
怎样才能使小猫“抓抓”向城堡走去的动画效果更自然、更顺畅?在自己的练习作品设计页上编写程序实现自己的想法。
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