转 。。。。一个不规则的按钮 虽然已经不适用于cocos2dx3.0以上版本 but思路就应该是这个样子滴

本篇文章主要讲一下怎么做一个不规则的按钮,比如如下图的八卦,点击绿色和点击红色部分,需要执行不同的事件

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" alt="" />

一般情况下,如果要检测某一个精灵是否被点中,做法如下

转 。。。。一个不规则的按钮 虽然已经不适用于cocos2dx3.0以上版本 but思路就应该是这个样子滴
bool HelloWorld::ccTouchBegan(cocos2d::CCTouch* pTouch, cocos2d::CCEvent* pEvent)
{
CCSize sprSize = pSpr->getContentSize();
CCPoint point = pSpr->convertTouchToNodeSpace(pTouch);
if (CCRectMake(0, 0, sprSize.width, sprSize.height).containsPoint(point)) {
CCLOG("点中");
}
return true;
}
转 。。。。一个不规则的按钮 虽然已经不适用于cocos2dx3.0以上版本 but思路就应该是这个样子滴

上述方法判断的都是矩形区域,包括透明的部分点击也是有效的,如果要制作上面的八卦按钮,就不好办了。

这样就引出了下面的实现方式,做两张图,这两张图一样大,叠在一起正好是一个完整的八卦。

点击的时候判断点击的区域是否是透明的,如果不是透明的就响应事件!如果是透明的就向下传递。

如何获取点击的区域是否透明呢?创建一个CCRenderTexture,把当前的Sprite画上去,然后通过CCRenderTexture得到一个CCImage,然后在取到CCImage里面某一个点得像素信息。

获取点是否是透明的,我封装了两个函数,具体实现代码如下

转 。。。。一个不规则的按钮 虽然已经不适用于cocos2dx3.0以上版本 but思路就应该是这个样子滴
bool HelloWorld::ccTouchBegan(cocos2d::CCTouch* pTouch, cocos2d::CCEvent* pEvent)
{
CCSize sprSize = pSpr->getContentSize();
CCPoint point = pSpr->convertTouchToNodeSpace(pTouch);
if (CCRectMake(0, 0, sprSize.width, sprSize.height).containsPoint(point)) {
int i = getOpacityWithPoint(pSpr, point);
if (i > 0) {
CCLog("点中");
}
}
return true;
}
转 。。。。一个不规则的按钮 虽然已经不适用于cocos2dx3.0以上版本 but思路就应该是这个样子滴
转 。。。。一个不规则的按钮 虽然已经不适用于cocos2dx3.0以上版本 but思路就应该是这个样子滴
int HelloWorld::getOpacityWithPoint(cocos2d::CCSprite *pSpr, cocos2d::CCPoint point)
{
point.y = pSpr->getContentSize().height-point.y;
CCImage * pImage = createImageFromSprite(pSpr);
ccColor4B c = pImage->getColor4B(point.x, point.y);
CCLog("%d, %d, %d, %d", c.r, c.g, c.b, c.a);
return c.a;
} cocos2d::CCImage* HelloWorld::createImageFromSprite(cocos2d::CCSprite *pSpr)
{
CCSprite* pNewSpr = CCSprite::createWithSpriteFrame(pSpr->displayFrame());
pNewSpr->setAnchorPoint(CCPointZero);
CCRenderTexture* pRender = CCRenderTexture::create(pNewSpr->getContentSize().width, pNewSpr->getContentSize().height, kCCTexture2DPixelFormat_RGBA8888);
pRender->begin();
pNewSpr->visit();
pRender->end();
return pRender->newCCImage();
}
转 。。。。一个不规则的按钮 虽然已经不适用于cocos2dx3.0以上版本 but思路就应该是这个样子滴

忘记把CCImage中添加的代码贴出来了

在CCImage.h文件中加入如下函数

转 。。。。一个不规则的按钮 虽然已经不适用于cocos2dx3.0以上版本 but思路就应该是这个样子滴
public:
ccColor4B getColor4B(float x, float y)
{
ccColor4B color = { 0, 0, 0, 0 };
int ix = (int)x - 1;
int iy = (int)y - 1;
m_pData += (iy*getWidth() + ix) * 4;
color.r = *(m_pData++);
color.g = *(m_pData++);
color.b = *(m_pData++);
color.a = *(m_pData++);
return color;
};
转 。。。。一个不规则的按钮 虽然已经不适用于cocos2dx3.0以上版本 but思路就应该是这个样子滴
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