Messwerte

Theorie

Aus Laufproblem

Kurve

Kurve

Plexiglas:  1.49

Brechungszahlen (n):

Glas:  1.45 .. 2.14

Wasser: 1.33

Kurve

Diamant: 2.42

Kurve

Kurve

keine Brechung  1.0

A1 = 0
A2 = 0
n = 1.591 (slider from 1.45 to 2.14, step 0.0010)
B1 = 10
B2 = 6.5
b = true
C1 = 20
K: (A1, C1)
C2 = 13
L: (A2, C2)
c = false
a = false
D2 = 19.5
D1 = 30
E1 = 40
F1 = 50
G1 = 60
H1 = 70
I1 = 80
J1 = 90
E2 = 25.5
F2 = 31
G2 = 35.5
H2 = 39
I2 = 41
J2 = 42
L1 = 67.3
M1 = 82
N1 = 61.1
O1 = 38.2
P1 = 22.1
L2 = 37.9
M2 = 41.3
N2 = 35.5
O2 = 24.4
P2 = 14.7
A: (A1, A2)
B: (B1, B2)
C: (C1, C2)
D: (D1, D2)
E: (E1, E2)
F_1: (F1, F2)
G: (G1, G2)
H: (H1, H2)
I: (I1, I2)
J: (J1, J2)
Liste1: {A, B, C, D, E, F_1, G, H, I, J}
M: (L1, L2)
N: (M1, M2)
O: (N1, N2)
P: (O1, O2)
Q: (P1, P2)
Liste2: {M, N, O, P, Q}
d = true
g1(x) = asin(sin(x°) / 1.49) * 180 / π
f = Function(g1, 0, 90)
e = true
g = true
h = true
g2(x) = asin(sin(x°) / 1.33) * 180 / π
p = Function(g2, 0, 90)
g3(x) = asin(sin(x°) / n) * 180 / π
q = Function(g3, 0, 90)
g4(x) = asin(sin(x°) / 2.42) * 180 / π
r = Function(g4, 0, 90)
i = true
s = Function(-(x(j) / y(j)) * x - z(j) / y(j), 0, 90)