Worked tide example

How to Work Out if It Is Springs or Neaps from the Tidal Range

Subtract today's low water from high water to get the range, then compare it with the port's mean spring and neap ranges. A 4.4 m range at a port with a 4.7 m spring range and 2.2 m neap range is 88% of the way from neaps to springs: close to springs.

The question

Today's tides at a standard port are HW 5.3 m and LW 0.9 m. The port's MHWS is 5.5 m, MHWN 4.4 m, MLWN 2.2 m and MLWS 0.8 m. Is it springs or neaps?

What you are given
ItemValue
Today's HW / LW5.3 m / 0.9 m
MHWS / MLWS5.5 m / 0.8 m
MHWN / MLWN4.4 m / 2.2 m

Working, step by step

  1. Today's range = 5.3 m − 0.9 m = 4.4 m.
  2. Mean spring range = MHWS − MLWS = 5.5 m − 0.8 m = 4.7 m.
  3. Mean neap range = MHWN − MLWN = 4.4 m − 2.2 m = 2.2 m.
  4. How far from neaps to springs = (4.4 m − 2.2 m) ÷ (4.7 m − 2.2 m) = 0.88.

Answer

The range is 4.4 m, 88% of the way to springs, so treat today as a spring tide (or interpolate using 0.88).

The tides in this example are made up for practice. For real passages, use official predictions such as ADMIRALTY EasyTide or a nautical almanac, and the port's own tidal curve.

Try it yourself

Put your own numbers into the free tide calculator, which uses the same Rule of Twelfths and works out under-keel clearance.

Learn the method

More worked tide examples

Frequently asked questions

Why does it matter whether it is springs or neaps?

Tidal stream rates, secondary port corrections and the shape of the tidal curve all differ between springs and neaps. You need the range to choose or interpolate between them.

What if the range is bigger than the mean spring range?

Then it is a big spring tide. Use the spring figures, and for tidal streams you can extrapolate: the stream may run faster than the spring rate on the chart.