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Tidal Prediction Form

Tidal Prediction Form

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Instructions and help about Tidal Prediction Form

today we're going to be taking a look at how you can approximate the tide using the rule of twelfths now it's only going to work when your tidal curve looks something like this it's a typical semi-diurnal tide with high waters and low Waters along the y-axis and then time along the x-axis obviously we've got high water time here now the characteristic of these Tides is that there's about 12 hours between subsequent high waters so you've got two Tides per day around six hours between high water and low water when you look at the curb itself it looks very similar to the mathematical sine curve this is your typical sine curve with just y equals sine of x with the y-axis obviously here and the x-axis obviously along here now to plot one of these you would need a calculator because for every single little pointer long you're going to be plotting straight along and you're going to have to do the sum of sine X but to get an approximation we can just split it into 12. first along the y-axis w

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