Comp # | Period (day) | Cos factor (m) | Sin factor (m) |
---|---|---|---|
0 | 0.00000 | 2.61726E+0 | 0E+0 |
1 | 0.12877 | -1.67762E-4 | 4.39445E-4 |
2 | 0.12886 | -1.83993E-3 | 5.15182E-4 |
3 | 0.12938 | -2.65293E-3 | -1.38944E-3 |
4 | 0.14707 | -8.63058E-5 | -8.86845E-4 |
5 | 0.16841 | -1.57421E-4 | 3.18278E-4 |
6 | 0.16857 | -8.323E-4 | 5.92156E-4 |
7 | 0.17036 | 9.72417E-4 | -1.28277E-3 |
8 | 0.17052 | 3.16747E-5 | 4.42522E-3 |
9 | 0.17251 | 3.67297E-3 | -2.86482E-3 |
10 | 0.17470 | -5.29293E-4 | 1.07549E-3 |
11 | 0.19989 | -1.16444E-4 | -1.17642E-3 |
12 | 0.20545 | -3.61749E-4 | -6.8417E-4 |
13 | 0.24966 | 2.06533E-3 | -6.95742E-4 |
14 | 0.25000 | 2.38397E-4 | -4.87371E-3 |
15 | 0.25395 | -2.88326E-5 | 1.00098E-3 |
16 | 0.25431 | -5.34895E-3 | -6.62015E-3 |
17 | 0.25631 | -4.48052E-4 | -9.00711E-5 |
18 | 0.25667 | 1.62524E-3 | 1.15923E-3 |
19 | 0.25876 | -2.91068E-2 | 3.70564E-3 |
20 | 0.26122 | 8.55584E-3 | 1.4053E-2 |
21 | 0.33303 | 3.87725E-3 | 8.73256E-4 |
22 | 0.34071 | -9.02593E-4 | -1.16325E-3 |
23 | 0.34135 | -3.47581E-4 | 1.50751E-3 |
24 | 0.34502 | 3.96765E-3 | 1.17808E-2 |
25 | 0.34943 | 8.81108E-4 | -1.20689E-3 |
26 | 0.48977 | 2.80717E-3 | 4.02518E-3 |
27 | 0.49109 | 3.9645E-3 | 9.32601E-4 |
28 | 0.49863 | 5.35022E-2 | -1.08869E-1 |
29 | 0.49932 | 3.49407E-3 | -9.13371E-4 |
30 | 0.50000 | -2.7707E-1 | 3.40062E-1 |
31 | 0.50798 | 2.4209E-2 | -2.00017E-2 |
32 | 0.50924 | -1.05467E-2 | -1.48334E-3 |
33 | 0.51606 | -5.27086E-3 | -1.52391E-3 |
34 | 0.51679 | -7.85523E-4 | -1.39108E-3 |
35 | 0.51753 | 9.518E-1 | 8.14765E-1 |
36 | 0.51826 | -7.55345E-3 | 1.09186E-3 |
37 | 0.52608 | 2.96996E-2 | 3.76117E-2 |
38 | 0.52743 | 1.2761E-1 | -2.30842E-1 |
39 | 0.53632 | 2.55428E-2 | -3.5857E-2 |
40 | 0.53772 | -3.57855E-2 | -9.40122E-3 |
41 | 0.54697 | -6.90069E-3 | -3.2767E-3 |
42 | 0.54843 | 7.05339E-5 | 4.48863E-3 |
43 | 0.89909 | 1.43933E-4 | 3.83631E-4 |
44 | 0.92942 | 8.42193E-4 | 2.91413E-4 |
45 | 0.93417 | -9.24658E-4 | -1.14127E-3 |
46 | 0.96244 | -1.60009E-3 | -9.20647E-4 |
47 | 0.96696 | -1.10488E-4 | 1.54585E-3 |
48 | 0.99185 | -4.50019E-4 | -1.77925E-3 |
49 | 0.99455 | 1.72073E-3 | 5.696E-4 |
50 | 0.99727 | 2.17357E-2 | 5.32556E-2 |
51 | 1.00000 | 3.16996E-4 | -4.61574E-3 |
52 | 1.00275 | 4.91335E-3 | 1.89209E-2 |
53 | 1.00551 | 2.1394E-3 | 5.75406E-4 |
54 | 1.02954 | 1.12871E-3 | 6.23228E-4 |
55 | 1.03472 | 1.70429E-3 | -1.87047E-3 |
56 | 1.04061 | 8.33282E-6 | 6.97482E-4 |
57 | 1.06951 | 3.89733E-4 | 2.1524E-3 |
58 | 1.07581 | 2.99676E-3 | -6.58716E-2 |
59 | 1.11346 | -3.11987E-4 | -4.92118E-3 |
60 | 1.11951 | -1.75636E-2 | 1.16403E-2 |
61 | 1.16035 | -2.3655E-3 | 3.11788E-3 |
62 | 1.16693 | 9.94796E-4 | 1.07291E-3 |
63 | 1.21136 | 1.07052E-3 | -2.4756E-4 |
64 | 13.66079 | -1.14367E-3 | 3.74956E-3 |
65 | 14.76529 | -1.11578E-3 | -4.11364E-3 |
66 | 27.55455 | 3.26251E-3 | 2.5738E-3 |
67 | 31.81193 | 8.31622E-3 | -1.89211E-3 |
68 | 182.62118 | 3.88824E-4 | -3.31059E-2 |
69 | 365.25998 | 4.8817E-2 | -4.04188E-3 |
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;
}