Spojení dvou bodů topografické plochy křivkou konstantního spádu
Author: Radka Hamříková

Jedná se o přibližnou konstrukci.

120

110

100

B = (11.519999999999994, -8.600000000000005)
A_1 = (4.863636363636361, -0.5727272727272731)
B_1 = (4.958181818181814, -5.189090909090894)
c = Circle(A_1, 3)
A = Point(c)
C = Point(c)
d = Circle(A, 3)
e = Circle(C, 3)
D = Point(d)
E = Point(e)
a = Segment(A_1, A)
b = Segment(A, D)
f = Segment(A_1, C)
g = Segment(C, E)
F = (2.7545454545454526, -6.263636363636348)
h = Line(D, F)
k = Circle(D, 3)
G = Intersect(k, h, 2)
i_1 = Segment(D, G)
H = (8.438181818181812, -5.369090909090893)
i_2 = Line(E, H)
p = Circle(E, 3)
I = Intersect(p, i_2, 2)
j = Segment(E, I)
q = Circle(A_1, 2.8)
J = Point(q)
K = Point(q)
r = Circle(J, 2.8)
s = Circle(K, 2.8)
L = Point(r)
M = Point(s)
N = (3.318181818181815, -7.069090909090888)
l = Line(L, N)
O = (8.098181818181812, -6.749090909090889)
m = Line(M, O)
t = Circle(L, 2.8)
c_1 = Circle(M, 2.8)
P = Intersect(t, l, 2)
Q, R = Intersect(c_1, m)
d_1 = Circle(A_1, 2.5)
S = Point(d_1)
T = Intersect(r, d_1, 2)
e_1 = Circle(S, 2.5)
U = Point(e_1)
f_1 = Circle(T, 2.5)
V = Point(f_1)
W = (3.9381818181818145, -7.209090909090888)
n = Line(U, W)
Z = (4.4581818181818145, -7.089090909090888)
a_1 = Line(V, Z)
g_1 = Circle(U, 2.5)
h_1 = Circle(V, 2.5)
C_1, D_1 = Intersect(h_1, a_1)
E_1, F_1 = Intersect(g_1, n)
G_1 = (-5.921818181818181, -8.389090909090884)
H_1 = (11.29818181818181, -8.389090909090884)
I_1 = (5.058181818181814, -7.789090909090886)
b_1 = Line(B_1, I_1)
J_1 = Point(b_1)
i = Segment(B_1, J_1)
k_1 = Circle(B_1, i)
K_1 = Point(k_1)
p_1 = Circle(K_1, i)
j_1 = Segment(A_1, K_1)
l_1 = Segment(K_1, B_1)