亲爱的会员名单,
首先,我很抱歉在上一篇文章中修改和改进了这个问题。最近我正在研究shapefiles多边形以计算基本轮廓特征:
其中长轴和短轴长度按照图形计算:
使用osgeo.gdal,ogr和shapely可以加载和计算所有的indeces而不是主轴和次轴的长度。阅读在线解决方案可以使用
我正在寻找一个直接的解决方案,以使我的代码简单而优雅。一些博客建议对我的多边形进行椭圆逼近,以便检索长轴和短轴长度。这是最好的解决方案吗?
任何参考都会非常有帮助。 提前致谢
import osgeo.gdal, ogr
from shapely.geometry import Polygon
shp = osgeo.ogr.Open('../examples/mypoly.shp')
layer = shp.GetLayer()
feature = layer.GetFeature(0)
geometry = feature.GetGeometryRef()
# get area
Area = geometry.GetArea()
pts = geometry.GetGeometryRef(0)
points = []
for p in range(pts.GetPointCount()):
points.append((pts.GetX(p), pts.GetY(p)))
polygon = Polygon(points)
# get Perimeter
Perimeter = polygon.length
# convex Hull
ConvexHull = polygon.convex_hull
# get Perimeter convex Hull
PerimeterConvexHull = ConvexHull.length
# get Area convex Hull
AreaConvexHull = ConvexHull.area
这些是我的多边形
的坐标顶点polygon = Polygon([(560023.4495758876400000 6362057.3904932579000000),(560023.4495758876400000 6362060.3904932579000000),(560024.4495758876400000 6362063.3904932579000000),(560026.9495758876400000 6362068.3904932579000000),(560028.4495758876400000 6362069.8904932579000000),(560034.9495758876400000 6362071.8904932579000000),(560036.4495758876400000 6362071.8904932579000000),(560037.4495758876400000 6362070.3904932579000000),(560037.4495758876400000 6362064.8904932579000000),(560036.4495758876400000 6362063.3904932579000000),(560034.9495758876400000 6362061.3904932579000000),(560026.9495758876400000 6362057.8904932579000000),(560025.4495758876400000 6362057.3904932579000000),(560023.4495758876400000 6362057.3904932579000000)])
为了从这里测试我的代码:
polygon = Polygon(points)
# get Perimeter
Perimeter = polygon.length
# convex Hull
ConvexHull = polygon.convex_hull
# get Perimeter convex Hull
PerimeterConvexHull = ConvexHull.length
# get Area convex Hull
AreaConvexHull = ConvexHull.area
答案 0 :(得分:0)
嗨,我有一些关于 shapefiles 多边形的工作,喜欢你的工作。 我使用 minimum_rotated_rectangle 来定义majoraxis_length 和minoraxis_length。 我的代码就是:
polygon = Polygon(points)
ConvexHull = polygon.convex_hull # convex Hull
#minimum_ rotated_ Rectangle is the minimum boundary rectangle, exterior is the external point coordinates of the minimum boundary matrix, and coords is the coordinates of the points
p1 = Point(ConvexHull.minimum_rotated_rectangle.exterior.coords[0])
p2 = Point(ConvexHull.minimum_rotated_rectangle.exterior.coords[1])
p3 = Point(ConvexHull.minimum_rotated_rectangle.exterior.coords[2])
majoraxis_length = p1.distance(p2)
minoraxis_length = p2.distance(p3)