def detectTouching(self):
touch_edges=[]
stationary_edges,sliding_edges=self.getAllEdges()
for edge1 in stationary_edges:
for edge2 in sliding_edges:
inter=GeoFunc.intersection(edge1,edge2)
if inter!=[]:
pt=[inter[0],inter[1]] # 交叉点
edge1_bound=(GeoFunc.almostEqual(edge1[0],pt) or GeoFunc.almostEqual(edge1[1],pt)) # 是否为边界
edge2_bound=(GeoFunc.almostEqual(edge2[0],pt) or GeoFunc.almostEqual(edge2[1],pt)) # 是否为边界
stationary_start=GeoFunc.almostEqual(edge1[0],pt) # 是否开始
orbiting_start=GeoFunc.almostEqual(edge2[0],pt) # 是否开始
touch_edges.append({
"edge1":edge1,
"edge2":edge2,
"vector1":self.edgeToVector(edge1),
"vector2":self.edgeToVector(edge2),
"edge1_bound":edge1_bound,
"edge2_bound":edge2_bound,
"stationary_start":stationary_start,
"orbiting_start":orbiting_start,
"pt":[inter[0],inter[1]],
"type":0
})
return touch_edges
def getBreakPoints(self,edge,slide_edge,_type):
int_type=0
if _type=="vertical":
int_type=1
# 两条直线四个组合计算
break_points=[]
self.getSlideT(slide_edge[0],edge,int_type,1,break_points)
self.getSlideT(slide_edge[1],edge,int_type,1,break_points)
self.getSlideT(edge[0],slide_edge,int_type,-1,break_points)
self.getSlideT(edge[1],slide_edge,int_type,-1,break_points)
# 必须是有两个交点
if len(break_points)<2:
return
print(break_points)
break_points=self.deleteDuplicated(break_points)
# 开始计算具体参数
t1=min(break_points[0],break_points[1])
t2=max(break_points[0],break_points[1])
sliding_result1=GeoFunc.getSlideLine(slide_edge,t1,0)
sliding_result2=GeoFunc.getSlideLine(slide_edge,t2,0)
if _type=="vertical":
sliding_result1=GeoFunc.getSlideLine(slide_edge,0,t1)
sliding_result2=GeoFunc.getSlideLine(slide_edge,0,t2)
pt1=GeoFunc.intersection(sliding_result1,edge) # 可能为Tuple
pt2=GeoFunc.intersection(sliding_result2,edge) # 可能为Tuple
pt3=self.getHoriVerInter(pt1,sliding_result2,int_type)
ratio=(LineString([pt1,pt2]).length)/(t2-t1) # 两条边的比例
sin_theta=abs(pt1[1-int_type]-pt2[1-int_type])/(LineString([pt1,pt2]).length) # 直线与水平的角度
A1=0.5*ratio*sin_theta
B1=-2*t1*A1
C1=t1*t1*A1
# 计算A2 B2 C2
A2=0
B2=abs(pt1[1-int_type]-pt2[1-int_type]) # 平行四边形的高度
C2=Polygon([pt1,pt2,pt3]).area-B2*t2 # 三角形面积
return [[t1,A1,B1,C1],[t2,0,B2,C2]]
