axmol/scripting/lua/script/Cocos2d.lua

cc = cc or {}

cc.DIRECTOR_PROJECTION_2D = 0
cc.DIRECTOR_PROJECTION_3D = 1

--Point
function cc.p(_x,_y)
    if nil == _y then
         return { x = _x.x, y = _x.y }
    else
         return { x = _x, y = _y }
    end
end

function cc.pAdd(pt1,pt2)
    return {x = pt1.x + pt2.x , y = pt1.y + pt2.y }
end

function cc.pSub(pt1,pt2)
    return {x = pt1.x - pt2.x , y = pt1.y - pt2.y }
end

function cc.pMul(pt1,factor)
    return { x = pt1.x * factor , y = pt1.y * factor }
end

function cc.pForAngle(a)
    return { x = math.cos(a), y = math.sin(a) }
end

function cc.pGetLength(pt)
    return math.sqrt( pt.x * pt.x + pt.y * pt.y )
end

function cc.pNormalize(pt)
    local length = cc.getPointLength(pt)
    if 0 == length then
        return { x = 1.0,y = 0.0 }
    end

    return { x = pt.x / length, y = pt.y / length }
end

function cc.pCross(self,other)
    return self.x * other.y - self.y * other.x
end

function cc.pDot(self,other)
    return self.x * other.x - self.y * other.y
end

function cc.pToAngleSelf(self)
    return math.atan2(self.y, self.x)
end

function cc.pToAngle(self,other)
    local a2 = cc.pNormalize(self)
    local b2 = cc.pNormalize(other)
    local angle = math.atan2(cc.pCross(a2, b2), cc.pDot(a2, b2) )
    if angle < 1.192092896e-7 then
        return 0.0
    end

    return angle
end

function cc.pGetDistance(startP,endP)
    return cc.pGetLength(cc.pSub(startP,endP))
end

function cc.pIsLineIntersect(A, B, C, D, s, t)
    if ((A.x == B.x) and (A.y == B.y)) or ((C.x == D.x) and (C.y == D.y))then
        return false, s, t
    end

    local BAx = B.x - A.x
    local BAy = B.y - A.y
    local DCx = D.x - C.x
    local DCy = D.y - C.y
    local ACx = A.x - C.x
    local ACy = A.y - C.y

    local denom = DCy * BAx - DCx * BAy
    s = DCx * ACy - DCy * ACx
    t = BAx * ACy - BAy * ACx

    if (denom == 0) then
        if (s == 0 or t == 0) then
            return true, s , t
        end

        return false, s, t
    end
    
    s = s / denom
    t = t / denom

    return true,s,t
end

--Size
function cc.size( _width,_height )
    return { width = _width, height = _height }
end

--Rect
function cc.rect(_x,_y,_width,_height)
    return { x = _x, y = _y, width = _width, height = _height }
end

function cc.rectEqualToRect(rect1,rect2)
    if ((rect1.x >= rect2.x) or (rect1.y >= rect2.y) or
        ( rect1.x + rect1.width <= rect2.x + rect2.width) or
        ( rect1.y + rect1.height <= rect2.y + rect2.height)) then
        return false
    end

    return true
end

function cc.rectGetMaxX(rect)
    return rect.x + rect.width
end

function cc.rectGetMidX(rect)
    return rect.x + rect.width / 2.0
end

function cc.rectGetMinX(rect)
    return rect.x
end

function cc.rectGetMaxY(rect)
    return rect.y + rect.height
end

function cc.rectGetMidY(rect)
    return rect.y + rect.height / 2.0
end

function cc.rectGetMinY(rect)
    return rect.y
end

function cc.rectContainsPoint( rect, point )
    local ret = false
    
    if (point.x >= rect.x) and (point.x <= rect.x + rect.width) and
       (point.y >= rect.y) and (point.y <= rect.y + rect.height) then
        ret = true
    end

    return ret
end

function cc.rectIntersectsRect( rect1, rect2 )
    local intersect = not ( rect1.x > rect2.x + rect2.width or
                    rect1.x + rect1.width < rect2.x         or
                    rect1.y > rect2.y + rect2.height        or
                    rect1.y + rect1.height < rect2.y )

    return intersect
end

function cc.rectUnion( rect1, rect2 )
    local rect = cc.rect(0, 0, 0, 0)
    rect.x = math.min(rect1.x, rect2.x)
    rect.y = math.min(rect1.y, rect2.y)
    rect.width = math.max(rect1.x + rect1.width, rect2.x + rect2.width) - rect.x
    rect.height = math.max(rect1.y + rect1.height, rect2.y + rect2.height) - rect.y
    return rect
end

function cc.rectIntersection( rect1, rect2 )
    local intersection = cc.rect(
        math.max(rect1.x, rect2.x),
        math.max(rect1.y, rect2.y),
        0, 0)

    intersection.width = math.min(rect1.x + rect1.width, rect2.x + rect2.width) - intersection.x
    intersection.height = math.min(rect1.y + rect1.height, rect2.y + rect2.height) - intersection.y
    return intersection
end

--Color3B
function cc.c3b( _r,_g,_b )
    return { r = _r, g = _g, b = _b }
end

--Color4B
function cc.c4b( _r,_g,_b,_a )
    return { r = _r, g = _g, b = _b, a = _a }
end

--Color4F
function cc.c4f( _r,_g,_b,_a )
    return { r = _r, g = _g, b = _b, a = _a }
end