问题描述
我需要编辑相交多边形的几何图形,但我不知道如何将修改后的几何图形保存到 shapefile。甚至有可能吗?
from shapely.geometry import polygon,shape
import matplotlib.pyplot as plt
import fiona
c = fiona.open('polygon23.shp','r')
d = fiona.open('polygon23.shp','r')
for poly in c.values():
for poly2 in d.values():
p_poly = shape(poly['geometry'])
p_poly2 = shape(poly2['geometry'])
intersect_polygons = p_poly.intersection(p_poly2)
if type(intersect_polygons) == polygon:
intersect_polygons = p_poly.intersection(p_poly2).exterior.coords
if p_poly.exterior.xy != p_poly2.exterior.xy:
y_difference = abs(intersect_polygons[0][1]) - abs(intersect_polygons[2][1])
coords_polygonB = p_poly2.exterior.coords[:]
coords_polygonB[0] = (coords_polygonB[0][0],coords_polygonB[0][1] + (y_difference))
coords_polygonB[1] = (coords_polygonB[1][0],coords_polygonB[1][1] + (y_difference))
coords_polygonB[2] = (coords_polygonB[2][0],coords_polygonB[2][1] + (y_difference))
coords_polygonB[3] = (coords_polygonB[3][0],coords_polygonB[3][1] + (y_difference))
coords_polygonB[4] = (coords_polygonB[4][0],coords_polygonB[4][1] + (y_difference))
p_poly2 = polygon(coords_polygonB)
x,y = p_poly.exterior.xy
plt.plot(x,y)
x,y = p_poly2.exterior.xy
plt.plot(x,y)
plt.show()
解决方法
去除许多多边形之间的交叉点很可能是一个复杂的问题。此外,我在我的解决方案中使用了您的方法作为求解器。
答案
你的问题的答案是肯定的。您可以在 shp 文件中纠正多边形之间的交叉点;但是,您需要创建新的 Polygon 对象,您不能只更改现有 Polygon 的外部坐标。
从原始 shp 文件中存储元数据和光盘
下面的解决方案将生成的多边形集写入/创建到新的 shp 文件。这需要我们存储原始 shp 文件中的元数据,并将其传递给新文件。我们还需要存储每个多边形的属性,我将它们存储在一个单独的列表中,set_of_properties
。
不需要两个 for 循环
您不需要 for 循环,只需使用 itertools 标准库中的组合来循环遍历所有可能的多边形组合。我使用索引组合来替换与新多边形相交的多边形。
外部 do...while 循环
在非常糟糕的情况下,使用您的方法进行纠正实际上可能会引入新的交叉点。我们可以捕获这些并通过循环求解器来纠正它们,直到没有交叉点为止。这需要一个 do...while 循环,但 Python 中没有 do...while 循环。此外,它可以用while循环来实现(参见实现方案)。
解决方案
from itertools import combinations
from shapely.geometry import Polygon,Point,shape,mapping
import matplotlib.pyplot as plt
import fiona
SHOW_NEW_POLYGONS = False
polygons,set_of_properties = [],[]
with fiona.open("polygon23.shp","r") as source:
for line in source:
polygons.append(shape(line["geometry"]))
set_of_properties.append(line["properties"])
meta = source.meta
poly_index_combinations = combinations(tuple(range(len(polygons))),2)
while True:
intersection_record = []
for i_poly_a,i_poly_b in poly_index_combinations:
poly_a,poly_b = polygons[i_poly_a],polygons[i_poly_b]
if poly_a.exterior.xy == poly_b.exterior.xy:
# print(f"The polygons have identical exterior coordinates:\n{poly_a} and {poly_b}\n")
continue
intersecting = poly_a.intersection(poly_b)
if type(intersecting) != Polygon:
continue
intersecting_polygons = intersecting.exterior.coords
if not intersecting_polygons:
# print(f"No intersections between\n{poly_a} and {poly_b}\n")
continue
print("Rectifying intersection")
y_diff = abs(intersecting_polygons[0][1]) - abs(intersecting_polygons[2][1])
new_poly_b = Polygon((
Point(float(poly_b.exterior.coords[0][0]),float(poly_b.exterior.coords[0][1] + y_diff)),Point(float(poly_b.exterior.coords[1][0]),float(poly_b.exterior.coords[1][1] + y_diff)),Point(float(poly_b.exterior.coords[2][0]),float(poly_b.exterior.coords[2][1] + y_diff)),Point(float(poly_b.exterior.coords[3][0]),float(poly_b.exterior.coords[3][1] + y_diff)),Point(float(poly_b.exterior.coords[4][0]),float(poly_b.exterior.coords[4][1] + y_diff))
))
if SHOW_NEW_POLYGONS:
x,y = poly_a.exterior.xy
plt.plot(x,y)
x,y = new_poly_b.exterior.xy
plt.plot(x,y)
plt.show()
polygons[i_poly_b] = new_poly_b
intersection_record.append(True)
if not intersection_record:
break
with fiona.open("new.shp","w",**meta) as sink:
for poly,properties in zip(polygons,set_of_properties):
sink.write({
"geometry": mapping(poly),"properties": properties
})