Comp # | Period (day) | Cos factor (m) | Sin factor (m) |
---|---|---|---|
0 | 0.00000 | 5.46541E-1 | 0E+0 |
1 | 0.12877 | 2.64394E-4 | -1.2925E-4 |
2 | 0.12886 | -2.95757E-5 | 6.20226E-5 |
3 | 0.12938 | -2.58605E-4 | 3.03911E-4 |
4 | 0.14707 | -4.04209E-5 | 1.46956E-4 |
5 | 0.16841 | -2.31929E-4 | -4.42905E-5 |
6 | 0.16857 | 2.01549E-4 | -2.83298E-5 |
7 | 0.17036 | -1.15356E-6 | 4.03378E-4 |
8 | 0.17052 | -4.12309E-4 | -1.10483E-3 |
9 | 0.17251 | -1.69637E-3 | -5.62731E-4 |
10 | 0.17470 | 2.73551E-4 | 2.17173E-4 |
11 | 0.19989 | 5.94287E-4 | 9.18475E-5 |
12 | 0.20545 | -4.46989E-4 | 8.28486E-5 |
13 | 0.24966 | -9.0905E-5 | 7.72975E-4 |
14 | 0.25000 | 4.33403E-4 | 5.36755E-4 |
15 | 0.25395 | -1.58854E-4 | -1.53384E-4 |
16 | 0.25431 | -7.08168E-4 | 1.63316E-4 |
17 | 0.25631 | -2.05456E-4 | 1.17147E-4 |
18 | 0.25667 | 2.37169E-4 | 3.4751E-4 |
19 | 0.25876 | 1.94079E-3 | -3.22569E-3 |
20 | 0.26122 | -2.14769E-3 | 5.03608E-4 |
21 | 0.33303 | 1.66441E-3 | 1.55492E-3 |
22 | 0.34071 | -2.5711E-4 | 1.25218E-4 |
23 | 0.34135 | -2.77266E-4 | -1.00065E-4 |
24 | 0.34502 | -1.9245E-3 | 3.89397E-3 |
25 | 0.34943 | 4.48406E-4 | 8.80076E-4 |
26 | 0.48977 | 9.03925E-4 | 4.4298E-4 |
27 | 0.49109 | 1.25696E-4 | -7.40617E-4 |
28 | 0.49863 | 1.02677E-2 | -8.86141E-3 |
29 | 0.49932 | 6.74824E-4 | 7.07836E-4 |
30 | 0.50000 | -5.61148E-2 | 1.4674E-2 |
31 | 0.50798 | 4.4081E-3 | 3.43057E-3 |
32 | 0.50924 | 2.53181E-3 | 2.78376E-4 |
33 | 0.51606 | -1.90636E-3 | -1.1347E-4 |
34 | 0.51679 | 1.61346E-3 | 3.11184E-3 |
35 | 0.51753 | -2.17154E-1 | 3.09523E-1 |
36 | 0.51826 | -1.49903E-3 | -4.35657E-3 |
37 | 0.52608 | -1.5899E-2 | 1.51619E-2 |
38 | 0.52743 | 9.81408E-2 | 4.03806E-2 |
39 | 0.53632 | 1.5911E-2 | 9.60515E-3 |
40 | 0.53772 | 1.95265E-3 | -1.64107E-2 |
41 | 0.54697 | 2.06044E-3 | -4.25199E-3 |
42 | 0.54843 | -2.71619E-3 | -3.43834E-4 |
43 | 0.89909 | 5.66858E-7 | -4.47227E-4 |
44 | 0.92942 | 1.11747E-3 | -4.27561E-4 |
45 | 0.93417 | 2.76264E-4 | 1.35723E-3 |
46 | 0.96244 | -1.36006E-3 | 1.13445E-4 |
47 | 0.96696 | 4.46659E-4 | 4.91359E-4 |
48 | 0.99185 | 9.86013E-5 | -1.1129E-4 |
49 | 0.99455 | 2.92953E-4 | -3.60423E-4 |
50 | 0.99727 | 8.51701E-3 | 3.97118E-2 |
51 | 1.00000 | 1.45429E-3 | 2.96724E-3 |
52 | 1.00275 | 1.66231E-3 | 1.18253E-2 |
53 | 1.00551 | -8.7675E-4 | 8.56034E-4 |
54 | 1.02954 | 6.5648E-4 | 8.13788E-4 |
55 | 1.03472 | 1.07848E-3 | -1.01525E-3 |
56 | 1.04061 | -7.63058E-5 | -3.06987E-4 |
57 | 1.06951 | -3.10256E-4 | 5.36036E-4 |
58 | 1.07581 | 2.53763E-2 | 8.64014E-3 |
59 | 1.11346 | 9.08062E-4 | -2.75252E-4 |
60 | 1.11951 | 1.13877E-3 | -4.81E-3 |
61 | 1.16035 | -5.79425E-5 | -1.49296E-4 |
62 | 1.16693 | -9.31222E-4 | -1.00166E-4 |
63 | 1.21136 | 9.15175E-4 | 9.47878E-4 |
64 | 13.66079 | 2.02389E-3 | -7.10172E-3 |
65 | 14.76529 | -6.33258E-4 | 6.5989E-3 |
66 | 27.55455 | 1.1682E-2 | 5.45777E-4 |
67 | 31.81193 | -1.32095E-2 | 1.08003E-2 |
68 | 182.62118 | -1.31919E-2 | -2.08129E-2 |
69 | 365.25998 | -4.39168E-3 | 1.51513E-2 |
Function EstimateTideValues() As [Function]
Dim Pi As [Double] = Math.PI
Dim sum As [Double] = harmonics(0, 1)
For k As Int16 = 1 To harmonics.GetUpperBound(0)
Dim period As [Double] = 2 * Pi / harmonics(k, 0)
Dim coefCos As [Double] = harmonics(k, 1)
Dim coefSin As [Double] = harmonics(k, 2)
sum = sum + coefCos * Math.Cos(time * period)
sum = sum + coefSin * Math.Sin(time * period)
Next
Return sum
End Function
double EstimateTideValues()
{
double Pi = Math.PI;
double sum = harmonics[0, 1];
for (int k=1; k <= harmonics.GetUpperBound(0); k++)
{
double period = 2 * Pi / harmonics[k, 0];
double coefCos = harmonics[k, 1];
double coefSin = harmonics[k, 2];
sum += coefCos * Math.Cos(time * period);
sum += coefSin * Math.Sin(time * period);
}
return sum;
}