I have attached two Excel spreadsheets. The one called "Tide calculation" simply graphs one tide cycle from a set of tide data based on the
Rule of 12ths. I wrote this years ago, but with the proliferation of computer-based applications it has a low value except in limited locations where you can obtain tide tables but don't have access to an application that covers the location.
The other Excel spreadsheet is called "Calculate the tide between stations." This is the one I just wrote to estimate a high or low tide at a location physically located between two tide stations. Please read all the notes at the beginning so that you understand its limitations and input required.
The question is how accurate is the method.
I am interested in the high tide in the morning at Comer Channel on January 15, 2020. The spreadsheet estimates the height and time of the tide at this location two times. The first time using data for the tide stations at Steventon and Long Island, and the second time using the tide stations at Nassau and Long Island.
You will see the results are quite similar. The first calculation says the high tide will be 3.1' at 0841 (17 min after Steventon). The second calculation says the high tide will be 3.0' at 0835 (23 min after Nassau). This differs from the one online data point I have that says the offset is 90 minutes after Nassau.
I suspect that the 90 minutes was an estimate based on a transit of the area. If so, the shape of the tide curve at high and low make it difficult to determine the time of a high or low tide very accurately.
If you believe that the high tide at Comer Channel must be between the times for Steventon and Long Island, and between the times for Nassau and Long Island, then it is impossible for the high tide at Comer to be 90 minutes after Nassau.
I'll probably use a 30 minute offset from Nassau. Even an error of 30 minutes will allow for more than a foot of water under my
keel during the
passage. I also plan to ask locals in
Thompson Bay if they know the offset.I have attached two Excel spreadsheets. The one called "Tide calculation" simply graphs one tide cycle from a set of tide data based on the
Rule of 12ths. I wrote this years ago, but with the proliferation of computer-based applications it has a low value except in limited locations where you can obtain tide tables but don't have access to an application that covers the location.
The other Excel spreadsheet is called "Calculate the tide between stations." This is the one I just wrote to estimate a high or low tide at a location physically located between two tide stations. Please read all the notes at the beginning so that you understand its limitations and input required.
The question is how accurate is the method.
I am interested in the high tide in the morning at Comer Channel on January 15, 2020. The spreadsheet estimates the height and time of the tide at this location two times. The first time using data for the tide stations at Steventon and Long Island, and the second time using the tide stations at Nassau and Long Island.
You will see the results are quite similar. The first calculation says the high tide will be 3.1' at 0841 (17 min after Steventon). The second calculation says the high tide will be 3.0' at 0835 (23 min after Nassau). This differs from the one online data point I have that says the offset is 90 minutes after Nassau.
I suspect that the 90 minutes was an estimate based on a transit of the area. If so, the shape of the tide curve at high and low make it difficult to determine the time of a high or low tide very accurately.
If you believe that the high tide at Comer Channel must be between the times for Steventon and Long Island, and between the times for Nassau and Long Island, then it is impossible for the high tide at Comer to be 90 minutes after Nassau.
I'll probably use a 30 minute offset from Nassau. Even an error of 30 minutes will allow for more than a foot of water under my keel during the
passage. I also plan to ask locals in Thompson Bay if they know the offset.