a

Abfluss

f\ in\ l/s

f\ in\ l/s

x\ in\ s

x\ in\ s

x\ in\ s

x\ in\ s

F\ in\ l

F\ in\ l

F'(x) = f(x)

F(x) = \int_{0}^{x}{f(t)}\ dt

\textcolor{#FF0000}{Zuflussrate\ f}\ in\ l/s

\textcolor{#0000FF}{orientierter\ Flächeninhalt\ F}\ in\ l

\textcolor{#0000FF}{Wasservolumen\ F}\ in\ l

\textcolor{#FF0000}{Steigung\ F'}\ in\ l/s

f

F

f

Gleichungen

Wasserbecken

Hahn

Gitternetz

Fkt. 1

Fkt. 2

Fkt. 3

Fkt. 4

Beschriftung

F

f

f

F

F

f

f

F

F

f

f

F

Hahn

Hahn

Hahn

Hahn

l_6 = 1.5 (slider from 0.1 to 1.8, step 0.1)
k_6 = -1.2 (slider from -3 to -0.1, step 0.1)
B = (-7.01451, 7.74327)
N_2: (x(B) - 0.9, y(B) + 1)
O_2: (x(N_2) + k_6, y(N_2))
P_2: (x(O_2), y(O_2) + l_6)
m_6 = OrthogonalLine(P_2, yAxis)
M_2: (x(B) - 0.9, y(B) + 2.8)
L_2: (x(B) + 0.9, y(B) + 1)
j_6 = Segment(M_2, L_2)
Q_2 = Intersect(m_6, j_6)
K_2: (x(B) + 0.9, y(B))
J_2: (x(B) - 0.9, y(B))
Zeitpunkt = 2.21 (slider from 0 to 4, step 0.01)
g(x) = ((-1) / 2 * (x - 2)^(2)) + 2
Hahnmax = 2 (slider from -5 to 5, step 1)
Vorf1: 0.7 / sqrt(Hahnmax)
Zufluss(x) = y(B) - (0.1 * sqrt(1 - (x - x(B))^(2) / 1.2^(2)))
Radius = 2.4 (slider from b + 0.1 to 5, step 0.1)
b = 0.3 (slider from 0 to 2, step 0.1)
A = Point(xAxis)
c: (y - y(A))^(2) / b^(2) + (x - x(A))^(2) / Radius^(2) = 1
d: (y - y(A) - 6)^(2) / b^(2) + (x - x(A))^(2) / Radius^(2) = 1
f_1(x) = y(A) - (b * sqrt(1 - (x - x(A))^(2) / Radius^(2)))
f_2(x) = y(A) + (b * sqrt(1 - (x - x(A))^(2) / Radius^(2)))
f_3(x) = y(A) + 6 - (b * sqrt(1 - (x - x(A))^(2) / Radius^(2)))
f_4(x) = y(A) + 6 + (b * sqrt(1 - (x - x(A))^(2) / Radius^(2)))
f_5 = IntegralBetween(f_1, f_3, x(A) - Radius, x(A) + Radius)
g_2 = IntegralBetween(f_2, f_4, x(A) - Radius, x(A) + Radius)
h = IntegralBetween(f_1, f_2, x(A) - Radius, x(A) + Radius)
Vieleck1, a, i, j, k, n_6, a_7, b_7 = Polygon(J_2, K_2, L_2, Q_2, P_2, O_2, N_2)
Hahn2 = 1.42 (slider from 0 to Hahnmax, step 0.01)
Grundfläche: (y - y(A))^(2) / b^(2) + (x - x(A))^(2) / Radius^(2) = 1
E = PointIn(Grundfläche)
RadiusAbfluss = 0.9 (slider from 0 to 2, step 0.01)
bAbfluss: (RadiusAbfluss * b / Radius)
r: (y - y(E))^(2) / bAbfluss^(2) + (x - x(E))^(2) / RadiusAbfluss^(2) = 1
Vieleck3, s, t, a_1, b_1 = Polygon((x(E) - RadiusAbfluss, y(E)), (x(E) + RadiusAbfluss, y(E)), (x(E) + RadiusAbfluss, y(E) - 1), (x(E) - RadiusAbfluss, y(E) - 1))
c_1: (y - y(E) + 1)^(2) / (((RadiusAbfluss + 0.2) * b / Radius))^(2) + (x - x(E))^(2) / (RadiusAbfluss + 0.2)^(2) = 1
Abfluss(x) = y(E) - 1 - (((RadiusAbfluss + 0.2) * b / Radius) * sqrt(1 - (x - x(E))^(2) / (RadiusAbfluss + 0.2)^(2)))
U_1 = (-20, 10)
U_2 = (-20, 0)
U_3 = (0, 10)
U_4 = (0, 0)
u = Vector(U_4, (x(U_4) + 6, y(U_4)))
v = Vector(U_3, (x(U_3) + 6, y(U_3)))
w = Vector(U_2, (x(U_2) + 6, y(U_2)))
u_1 = Vector(U_1, (x(U_1) + 6, y(U_1)))
v_1 = Vector(U_4, (x(U_4), y(U_4) + 6))
w_1 = Vector(U_3, (x(U_3), y(U_3) + 6))
d_1 = Vector(U_2, (x(U_2), y(U_2) + 6))
e_1 = Vector(U_1, (x(U_1), y(U_1) + 6))
Achsenstrichstärke = 0.12 (slider from 0.02 to 0.2, step 0.1)
Liste4 = Sequence(Segment[(x(U_4) + k, y(U_4) + Achsenstrichstärke), (x(U_4) + k, y(U_4) - Achsenstrichstärke)], k, 1, 5, 1)
Liste5 = Sequence(Segment[(x(U_3) + k, y(U_3) + Achsenstrichstärke), (x(U_3) + k, y(U_3) - Achsenstrichstärke)], k, 1, 5, 1)
Liste6 = Sequence(Segment[(x(U_2) + k, y(U_2) + Achsenstrichstärke), (x(U_2) + k, y(U_2) - Achsenstrichstärke)], k, 1, 5, 1)
Liste7 = Sequence(Segment[(x(U_1) + k, y(U_1) + Achsenstrichstärke), (x(U_1) + k, y(U_1) - Achsenstrichstärke)], k, 1, 5, 1)
Liste8 = Sequence(Segment[(x(U_1) + Achsenstrichstärke, y(U_1) + k), (x(U_1) - Achsenstrichstärke, y(U_1) + k)], k, 1, 5, 1)
Liste9 = Sequence(Segment[(x(U_2) + Achsenstrichstärke, y(U_2) + k), (x(U_2) - Achsenstrichstärke, y(U_2) + k)], k, 1, 5, 1)
Liste10 = Sequence(Segment[(x(U_3) + Achsenstrichstärke, y(U_3) + k), (x(U_3) - Achsenstrichstärke, y(U_3) + k)], k, 1, 5, 1)
Liste11 = Sequence(Segment[(x(U_4) + Achsenstrichstärke, y(U_4) + k), (x(U_4) - Achsenstrichstärke, y(U_4) + k)], k, 1, 5, 1)
Liste12 = Sequence(Text["" + (k) + "", (x(U_1) + k - 0.15, y(U_1) - 0.6)], k, 1, 5, 1)
Liste13 = Sequence(Text["" + (k) + "", (x(U_2) + k - 0.15, y(U_2) - 0.6)], k, 1, 5, 1)
Liste14 = Sequence(Text["" + (k) + "", (x(U_3) + k - 0.15, y(U_3) - 0.6)], k, 1, 5, 1)
Liste15 = Sequence(Text["" + (k) + "", (x(U_4) + k - 0.15, y(U_4) - 0.6)], k, 1, 5, 1)
Liste16 = Sequence(Text["" + (k) + "", (x(U_1) - 0.5, y(U_1) + k - 0.15)], k, 1, 5, 1)
Liste17 = Sequence(Text["" + (k) + "", (x(U_2) - 0.5, y(U_2) + k - 0.15)], k, 1, 5, 1)
Liste18 = Sequence(Text["" + (k) + "", (x(U_3) - 0.5, y(U_3) + k - 0.15)], k, 1, 5, 1)
Liste19 = Sequence(Text["" + (k) + "", (x(U_4) - 0.5, y(U_4) + k - 0.15)], k, 1, 5, 1)
Liste20 = Sequence(Segment[(x(U_1) + k, y(U_1)), (x(U_1) + k, y(U_1) + 5.5)], k, 1, 5)
Liste21 = Sequence(Segment[(x(U_2) + k, y(U_2)), (x(U_2) + k, y(U_2) + 5.5)], k, 1, 5)
Liste22 = Sequence(Segment[(x(U_3) + k, y(U_3)), (x(U_3) + k, y(U_3) + 5.5)], k, 1, 5)
Liste23 = Sequence(Segment[(x(U_4) + k, y(U_4)), (x(U_4) + k, y(U_4) + 5.5)], k, 1, 5)
Liste24 = Sequence(Segment[(x(U_1), y(U_1) + k), (x(U_1) + 5.5, y(U_1) + k)], k, 1, 5)
Liste25 = Sequence(Segment[(x(U_2), y(U_2) + k), (x(U_2) + 5.5, y(U_2) + k)], k, 1, 5)
Liste26 = Sequence(Segment[(x(U_3), y(U_3) + k), (x(U_3) + 5.5, y(U_3) + k)], k, 1, 5)
Liste27 = Sequence(Segment[(x(U_4), y(U_4) + k), (x(U_4) + 5.5, y(U_4) + k)], k, 1, 5)
Vorf2: (RadiusAbfluss - 0.2) / sqrt(Hahnmax)
I: (x(E) + (Vorf2 * sqrt(Hahn2)), Abfluss(x(E) + (Vorf2 * sqrt(Hahn2))))
J: (x(E) - (Vorf2 * sqrt(Hahn2)), Abfluss(x(E) - (Vorf2 * sqrt(Hahn2))))
o = IntegralBetween(Abfluss, Abfluss(x) - 3, x(J), x(I))
h_1 = false
f(x) = If[0 ≤ x ≤ 4, g(x)]
G = Integral(g)
F(x) = If[0 ≤ x ≤ 4, G(x)]
q_1(x) = f(x) + y(U_3)
p_1(x) = F(x - x(U_2))
r_1(x) = f(x - x(U_1)) + y(U_1)
K: (Zeitpunkt, F(Zeitpunkt))
L: (Zeitpunkt, q_1(Zeitpunkt))
M: (x(U_2) + Zeitpunkt, p_1(x(U_2) + Zeitpunkt))
N: (x(U_1) + Zeitpunkt, r_1(x(U_1) + Zeitpunkt))
O: (Zeitpunkt, f(Zeitpunkt))
j_1 = Segment(M, (x(M), 0))
s_1 = Segment(K, (x(K), 0))
P: (x(K), 0)
Q: (x(L), 10)
R: (x(M), 0)
S: (x(N), 10)
t_1 = Segment(U_4, P)
a_2 = Segment(U_3, Q)
b_2 = Segment(U_2, R)
c_2 = Segment(U_1, S)
T: (x(U_2), y(M))
U: (x(U_1), y(N))
d_2 = Tangent(K, F)
o_1 = 2.3 (slider from 1 to 5, step 0.1)
e_2 = Circle(K, o_1)
V = Intersect(e_2, d_2, 2)
W = Intersect(e_2, d_2, 1)
h_2 = Segment(V, W)
Z: (x(K) + 1, y(K))
i_2 = OrthogonalLine(Z, xAxis)
A_1 = Intersect(d_2, i_2)
Vieleck4, k_2, a_3, z_1 = Polygon(A_1, Z, K)
B_1: (x(A), y(K))
p_2(x) = y(B_1) - (b * sqrt(1 - (x - x(B_1))^(2) / Radius^(2)))
q_2(x) = y(B_1) + (b * sqrt(1 - (x - x(B_1))^(2) / Radius^(2)))
l_2 = IntegralBetween(q_2, p_2, x(B_1) - Radius, x(B_1) + Radius)
m_2 = IntegralBetween(q_2, f_2, x(B_1) - Radius, x(B_1) + Radius)
n_2 = IntegralBetween(p_2, f_1, x(B_1) - Radius, x(B_1) + Radius)
C_1: (x(B), y(K))
r_2(x) = y(C_1) - (0.15 * sqrt(1 - (x - x(C_1))^(2) / ((Vorf1 * sqrt(g(Zeitpunkt))))^(2)))
t_2 = true
u_2 = true
v_2 = true
w_2 = true
b_3 = true
c_3 = true
D_1 = (-5.570583406422971, 9.312764079734235)
d_3 = Segment(D_1, D_1 + (2, 0))
Hahn1_4: (x(D_1) + g(Zeitpunkt), y(D_1))
e_3 = true
g_3 = true
h_3 = false
i_3 = false
j_3 = false
k_3 = true
p_3(x) = If[0 ≤ x ≤ 4, 6 / 5]
q_3(x) = If[0 ≤ x ≤ 4, (6 / 5 * x)]
r_3(x) = p_3(x - x(U_1)) + y(U_1)
s_3(x) = p_3(x) + y(U_3)
t_3(x) = q_3(x - x(U_2))
g_4(x) = If[0 ≤ x ≤ 4, (1 / 2 * x)]
h_4(x) = If[0 ≤ x ≤ 4, (1 / 4 * x^(2))]
p_4(x) = g_4(x - x(U_1)) + y(U_1)
q_4(x) = g_4(x) + y(U_3)
r_4(x) = h_4(x - x(U_2))
s_4(x) = If[0 ≤ x ≤ 2, x, If[2  <  x ≤ 3, 2, If[3  <  x ≤ 4, (-2 * x) + 8]]]
t_4(x) = If[0 ≤ x ≤ 2, (1 / 2 * x^(2)), If[2  <  x ≤ 3, (2 * x) - 2, If[3  <  x ≤ 4, (-x^(2)) + (8 * x) - 11]]]
g_5(x) = s_4(x - x(U_1)) + y(U_1)
h_5(x) = s_4(x) + y(U_3)
p_5(x) = t_4(x - x(U_2))
E_1: (x(U_1) + Zeitpunkt, r_3(x(U_1) + Zeitpunkt))
F_1: (x(U_1) + Zeitpunkt, p_4(x(U_1) + Zeitpunkt))
H_1: (x(U_1) + Zeitpunkt, g_5(x(U_1) + Zeitpunkt))
I_1: (Zeitpunkt, s_3(Zeitpunkt))
J_1: (Zeitpunkt, q_4(Zeitpunkt))
K_1: (Zeitpunkt, h_5(Zeitpunkt))
L_1: (x(U_2) + Zeitpunkt, t_3(x(U_2) + Zeitpunkt))
M_1: (x(U_2) + Zeitpunkt, r_4(x(U_2) + Zeitpunkt))
N_1: (x(U_2) + Zeitpunkt, p_5(x(U_2) + Zeitpunkt))
O_1: (Zeitpunkt, q_3(Zeitpunkt))
P_1: (Zeitpunkt, h_4(Zeitpunkt))
Q_1: (Zeitpunkt, t_4(Zeitpunkt))
m_3 = Segment(L_1, (x(L_1), 0))
a_4 = Segment(O_1, (x(O_1), 0))
c_4 = Segment(M_1, (x(M_1), 0))
e_4 = Segment(P_1, (x(P_1), 0))
j_4 = Segment(N_1, (x(N_1), 0))
l_4 = Segment(Q_1, (x(Q_1), 0))
e_5 = Tangent(O_1, q_3)
k_5 = Circle(O_1, o_1)
R_1, S_1 = Intersect(k_5, e_5)
i_5 = Segment(R_1, S_1)
T_1: (x(O_1) + 1, y(O_1))
j_5 = OrthogonalLine(T_1, xAxis)
V_1 = Intersect(e_5, j_5)
Vieleck5, v_4, o_4, t_5 = Polygon(O_1, T_1, V_1)
l_5 = Tangent(P_1, h_4)
q_5 = Circle(P_1, o_1)
W_1, Z_1 = Intersect(q_5, l_5)
m_5 = Segment(W_1, Z_1)
A_2: (x(P_1) + 1, y(P_1))
n_5 = OrthogonalLine(A_2, xAxis)
B_2 = Intersect(n_5, l_5)
Vieleck6, b_6, p_6, a_6 = Polygon(P_1, A_2, B_2)
r_5 = Tangent(Q_1, t_4)
s_5 = Circle(Q_1, o_1)
C_2, D_2 = Intersect(s_5, r_5)
c_6 = Segment(C_2, D_2)
E_2: (x(Q_1) + 1, y(Q_1))
d_6 = OrthogonalLine(E_2, xAxis)
F_2 = Intersect(r_5, d_6)
Vieleck7, f_6, q_6, e_6 = Polygon(Q_1, E_2, F_2)
Text24: "=\textcolor{#FF0000}{\bold{" + (LaTeX[g(Zeitpunkt)]) + " }}\ l/s"
Text28: "=\textcolor{#FF0000}{\bold{" + (LaTeX[p_3(Zeitpunkt)]) + "}}\ l/s"
Text34: "=\textcolor{#FF0000}{\bold{" + (LaTeX[g_4(Zeitpunkt)]) + " }}\ l/s"
Text35: "=\textcolor{#FF0000}{\bold{" + (LaTeX[s_4(Zeitpunkt)]) + " }}\ l/s"
Text36: "=\textcolor{#FF0000}{\bold{" + (LaTeX[g(Zeitpunkt)]) + "}}\ l/s"
Text37: "=\textcolor{#FF0000}{\bold{ " + (LaTeX[p_3(Zeitpunkt)]) + "}}\ l/s"
Text38: "=\textcolor{#FF0000}{\bold{" + (LaTeX[g_4(Zeitpunkt)]) + " }}\ l/s"
Text39: "=\textcolor{#FF0000}{\bold{" + (LaTeX[s_4(Zeitpunkt)]) + "}}\ l/s"
Text40: "=\textcolor{#0000FF}{\bold{" + (LaTeX[G(Zeitpunkt)]) + " }}\ l"
Text41: "=\textcolor{#0000FF}{\bold{ " + (LaTeX[q_3(Zeitpunkt)]) + "}}\ l"
Text42: "=\textcolor{#0000FF}{\bold{ " + (LaTeX[h_4(Zeitpunkt)]) + "}}\ l"
Text43: "=\textcolor{#0000FF}{\bold{" + (LaTeX[t_4(Zeitpunkt)]) + " }}\ l"
Text44: "=\textcolor{#0000FF}{\bold{ " + (LaTeX[G(Zeitpunkt)]) + "}}\ l"
Text45: "=\textcolor{#0000FF}{\bold{ " + (LaTeX[q_3(Zeitpunkt)]) + "}}\ l"
Text46: "=\textcolor{#0000FF}{\bold{ " + (LaTeX[h_4(Zeitpunkt)]) + "}}\ l"
Text47: "=\textcolor{#0000FF}{\bold{ " + (LaTeX[t_4(Zeitpunkt)]) + "}}\ l"
Text33: "Zeitpunkt\ x = " + (LaTeX[Zeitpunkt]) + " \ s"
l_1 = Segment(N, S)
l_3 = Segment(E_1, S)
b_4 = Segment(F_1, S)
i_4 = Segment(H_1, S)
o_3 = IntegralBetween(s_3, 10, 0, Zeitpunkt)
n_3 = Segment(I_1, Q)
u_3 = IntegralBetween(q_4, 10, 0, Zeitpunkt)
d_4 = Segment(J_1, Q)
v_3 = IntegralBetween(h_5, 10, 0, Zeitpunkt)
k_4 = Segment(K_1, Q)
j_2 = IntegralBetween(q_1, 10, 0, Zeitpunkt)
n_1 = Segment(L, Q)
Hahn1_1: (x(D_1) + p_3(Zeitpunkt), y(D_1))
Hahn1_2: (x(D_1) + g_4(Zeitpunkt), y(D_1))
Hahn1_3: (x(D_1) + s_4(Zeitpunkt), y(D_1))
Text11: "" + (LaTeX[p_3(Zeitpunkt)]) + ""
Text12: "" + (LaTeX[q_3(Zeitpunkt)]) + ""
Text21: "m = " + (LaTeX[p_3(Zeitpunkt)]) + ""
Text48: "" + (LaTeX[o_3]) + ""
Text17: "" + (LaTeX[g_4(Zeitpunkt)]) + ""
Text18: "" + (LaTeX[h_4(Zeitpunkt)]) + ""
Text22: "m = " + (LaTeX[g_4(Zeitpunkt)]) + ""
Text49: "" + (LaTeX[u_3]) + ""
Text19: "" + (LaTeX[s_4(Zeitpunkt)]) + ""
Text20: "" + (LaTeX[t_4(Zeitpunkt)]) + ""
Text23: "m = " + (LaTeX[s_4(Zeitpunkt)]) + ""
Text50: "" + (LaTeX[v_3]) + ""
Text27: "m = " + (LaTeX[g(Zeitpunkt)]) + ""
Text26: "" + (LaTeX[G(Zeitpunkt)]) + ""
Text25: "" + (LaTeX[g(Zeitpunkt)]) + ""
Text51: "" + (LaTeX[j_2]) + ""
G_2: (x(A), y(O_1))
H_2: (x(A), y(P_1))
I_2: (x(A), y(Q_1))
g_6(x) = y(G_2) - (b * sqrt(1 - (x - x(G_2))^(2) / Radius^(2)))
h_6(x) = y(G_2) + (b * sqrt(1 - (x - x(G_2))^(2) / Radius^(2)))
r_6(x) = y(H_2) - (b * sqrt(1 - (x - x(H_2))^(2) / Radius^(2)))
s_6(x) = y(H_2) + (b * sqrt(1 - (x - x(H_2))^(2) / Radius^(2)))
t_6(x) = y(I_2) - (b * sqrt(1 - (x - x(I_2))^(2) / Radius^(2)))
f_7(x) = y(I_2) + (b * sqrt(1 - (x - x(I_2))^(2) / Radius^(2)))
i_1 = IntegralBetween(g_6, f_1, x(G_2) - Radius, x(G_2) + Radius)
w_3 = IntegralBetween(h_6, f_2, x(G_2) - Radius, x(G_2) + Radius)
u_4 = IntegralBetween(h_6, g_6, x(G_2) - Radius, x(G_2) + Radius)
w_4 = IntegralBetween(r_6, f_1, x(H_2) - Radius, x(H_2) + Radius)
o_5 = IntegralBetween(s_6, f_2, x(H_2) - Radius, x(H_2) + Radius)
u_5 = IntegralBetween(r_6, s_6, x(H_2) - Radius, x(H_2) + Radius)
v_5 = IntegralBetween(t_6, f_1, x(I_2) - Radius, x(I_2) + Radius)
w_5 = IntegralBetween(f_7, f_2, x(I_2) - Radius, x(I_2) + Radius)
i_6 = IntegralBetween(t_6, f_7, x(I_2) - Radius, x(I_2) + Radius)
e: (y - y(B))^(2) / 0.1^(2) + (x - x(B))^(2) / 1.2^(2) = 1
C: (x(B) - 0.7, y(B))
D: (x(B) + 0.7, y(B))
p = CircleArc((x(Q_2), y(L_2)), L_2, Q_2)
A_3: (x(B), y(O_1))
B_3: (x(B), y(P_1))
C_3: (x(B), y(Q_1))
q(x) = y(A_3) - (0.15 * sqrt(1 - (x - x(A_3))^(2) / ((Vorf1 * sqrt(p_3(Zeitpunkt))))^(2)))
g_7(x) = y(B_3) - (0.15 * sqrt(1 - (x - x(B_3))^(2) / ((Vorf1 * sqrt(g_4(Zeitpunkt))))^(2)))
h_7(x) = y(C_3) - (0.15 * sqrt(1 - (x - x(C_3))^(2) / ((Vorf1 * sqrt(s_4(Zeitpunkt))))^(2)))
s_2 = IntegralBetween(Zufluss, r_2, x(B) - (0.7 * g(Zeitpunkt) / 2), x(B) + (0.7 * g(Zeitpunkt) / 2))
l = IntegralBetween(Zufluss, q, x(B) - (0.7 * p_3(Zeitpunkt) / 2), x(B) + (0.7 * p_3(Zeitpunkt) / 2))
m = IntegralBetween(Zufluss, g_7, x(B) - (0.7 * g_4(Zeitpunkt) / 2), x(B) + (0.7 * g_4(Zeitpunkt) / 2))
n = IntegralBetween(Zufluss, h_7, x(B) - (0.7 * s_4(Zeitpunkt) / 2), x(B) + (0.7 * s_4(Zeitpunkt) / 2))
n_4 = Segment(L_1, (x(U_2) - 0.6, y(L_1)))
m_4 = Segment(E_1, (x(U_1) - 0.6, y(E_1)))
a_5 = Segment(F_1, (x(U_1) - 0.6, y(F_1)))
b_5 = Segment(M_1, (x(U_2) - 0.6, y(M_1)))
d_5 = Segment(N_1, (x(U_2) - 0.6, y(N_1)))
c_5 = Segment(H_1, (x(U_1) - 0.6, y(H_1)))
k_1 = Segment(M, (x(U_2) - 0.6, y(M)))
m_1 = Segment(N, (x(U_1) - 0.6, y(N)))
Liste1 = Sequence(If[x ≥ x(A) + (2 / 5 * Radius), y(A) + k - (b * sqrt(1 - (x - x(A))^(2) / Radius^(2)))], k, 1, 5, 1)
Liste3 = Sequence(If[x ≥ x(A) + (7 / 10 * Radius), y(A) + k - (b * sqrt(1 - (x - x(A))^(2) / Radius^(2)))], k, 0.5, 5.5, 1)
Liste2 = Sequence(Text["" + (k) + " Liter", (x(A) - 0.65, k - b - 0.12)], k, 1, 5, 1)
Text31: "F(\textcolor{#009900}{\bold{" + (LaTeX[Zeitpunkt]) + "}})= \int_{0}^{\textcolor{#009900}{\bold{" + LaTeX[Zeitpunkt] + "}}}{f(t)\ dt}"
Text29: "f(\textcolor{#009900}{\bold{" + (LaTeX[Zeitpunkt]) + "}})"
Text32: "F(\textcolor{#009900}{\bold{" + (LaTeX[Zeitpunkt]) + "}})"
Text30: "f(\textcolor{#009900}{\bold { " + (LaTeX[Zeitpunkt]) + " } })"