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  • 大小: 22KB
    文件類型: .py
    金幣: 1
    下載: 0 次
    發(fā)布日期: 2021-05-14
  • 語言: Python
  • 標(biāo)簽: python-tin??

資源簡(jiǎn)介

用PYTHON實(shí)現(xiàn)GIS中的TIN生成,對(duì)用PYTHON對(duì)GIS進(jìn)行開發(fā)有點(diǎn)小用

資源截圖

代碼片段和文件信息

#coding=utf-8??

#?-*-?coding:?utf-8?-*-

import?os
import?re
import?string
import?copy
import?math
from?Tkinter?import?*

def?coord_c(point_lxmin1xmax1ymin1ymax1mwidthnheight):
????point1_l=[]
????for?i?in?range(len(point_l)):
????????mxtemp=((point_l[i][0]-xmin1)*mwidth)/(xmax1-xmin1)
????????mytemp=nheight-((point_l[i][1]-ymin1)*nheight)/(ymax1-ymin1)
????????point1_l.append((mxtempmytemp))
????return?point1_l

def?distance(two_point):
????d=(two_point[0][0]-two_point[1][0])**2+(two_point[0][1]-two_point[1][1])**2
????return?d

def?calculate_insert_p(point_ln0point_Amax_distance):
#該函數(shù)主要用來計(jì)算插值,四個(gè)向限依次判斷
#第一向限
????pi=3.1415926535898
????n=0
????k=-1
????temp_p=[]
????temp_z=[]

????for?j?in?range(1n01):
????????temp_d=2*max_distance
????????up_cos=math.cos((pi*j)/(2*n0))
????????down_cos=math.cos((pi*(j-1))/(2*n0))
????????for?i?in?range(len(point_l)):
????????????if?point_l[i][0]>=point_A[0]?and?point_l[i][1]>=point_A[1]:
????????????????p_cos=(point_l[i][0]-point_A[0])/math.sqrt((point_l[i][1]-point_A[1])**2+(point_l[i][0]-point_A[0])**2)
????????????????if?p_cos>up_cos?and?p_cos<=down_cos:
????????????????????two_point=[]
????????????????????two_point.append(point_A)
????????????????????two_point.append((point_l[i][0]point_l[i][1]))
????????????????????d=distance(two_point)
????????????????????if?d????????????????????????k=i
????????if?k!=-1:
????????????temp_p.append(copy.deepcopy(point_l[k]))
????????????k=-1

#第二向限
????for?j?in?range(1n01):
????????temp_d=2*max_distance
????????up_cos=math.cos((pi*j)/(2*n0)+pi/2)
????????down_cos=math.cos((pi*(j-1))/(2*n0)+pi/2)
????????for?i?in?range(len(point_l)):
????????????if?point_l[i][0]<=point_A[0]?and?point_l[i][1]>=point_A[1]:
????????????????p_cos=(point_l[i][0]-point_A[0])/math.sqrt((point_l[i][1]-point_A[1])**2+(point_l[i][0]-point_A[0])**2)
????????????????if?p_cos>up_cos?and?p_cos<=down_cos:
????????????????????two_point=[]
????????????????????two_point.append(point_A)
????????????????????two_point.append((point_l[i][0]point_l[i][1]))
????????????????????d=distance(two_point)
????????????????????if?d????????????????????????k=i
????????if?k!=-1:
????????????temp_p.append(copy.deepcopy(point_l[k]))
????????????k=-1
#第三向限
????for?j?in?range(1n01):
????????temp_d=2*max_distance
????????up_cos=math.cos((pi*j)/(2*n0)+pi)
????????down_cos=math.cos((pi*(j-1))/(2*n0)+pi)
????????for?i?in?range(len(point_l)):
????????????if?point_l[i][0]<=point_A[0]?and?point_l[i][1]<=point_A[1]:
????????????????p_cos=(point_l[i][0]-point_A[0])/math.sqrt((point_l[i][1]-point_A[1])**2+(point_l[i][0]-point_A[0])**2)
????????????????if?p_cos=down_cos:
????????????????????two_point=[]
????????????????????two_point.append(point_A)
????????????????????two_point.append((point_l[i][0]point_l[i][1]))
????????????????????d=distance(two_point)
????????????????????if?d??????????????????

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