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The terms of the equation, h = Ho + Sum{H cos[at + (Vo+u) - K]} , are defined as follows: h = height of tide at any time t.
Tides can be predicted far in advance and with a high degree of accuracy. Tides are forced by the orbital relationships between the Earth, the moon and the Sun. These relationships are very well understood and the position of the celestial bodies can be forecast very accurately into the future.
How are Harmonic Constants used to calculate tide predictions? Each harmonic constituent provides the mathematical values which describe a specific cosine curve. Tide predictions are a calculation, adding the effects of each of the 37 cosine curves, to produce the complex curve that is the predicted tides.
Tidal predictions Prediction is the term used when it comes to predicting tides.
The Hydrographic Office EasyTide web site will provide free tidal predictions for the next 7 days for the locations shown on the map. The TideTimes web site provides the same predictions and is possibly easier to use. It will also provide free tidal data for past dates and sells printed tide tables.
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To interpolate between spring and neap tides we use the Rule of Seven. Since the change from spring range to neap range can be assumed linear (instead of sinusoid), each day the range changes with 1/7th of difference between the spring and neap ranges. Hence, the daily change in range is (spring range - neap range)/7.
Tides can be predicted far in advance and with a high degree of accuracy. Tides are forced by the orbital relationships between the Earth, the moon and the Sun. These relationships are very well understood and the position of the celestial bodies can be forecast very accurately into the future.
Tidal predictions Prediction is the term used when it comes to predicting tides.

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