Unlabeled

How fast ocean waves travel in deep water, by the length of the wave

In deep water a wave 100 feet from crest to crest runs at 15 mph; a swell 1,600 feet long runs at 62 mph, a crest every 18 seconds.

What does this axis measure?
What does this axis measure?
How fast ocean waves travel in deep water, by the length of the wave: 40 points, a line chart.
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Wave speed (mph)
x →
Wavelength (feet)
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The data: 40 points
Wavelength (feet)Wave speed (mph)
5010.9
10015.4
15018.9
20021.8
25024.4
30026.7
35028.9
40030.9
45032.7
50034.5
55036.2
60037.8
65039.3
70040.8
75042.3
80043.6
85045
90046.3
95047.6
100048.8
105050
110051.2
115052.3
120053.4
125054.5
130055.6
135056.7
140057.7
145058.8
150059.8
155060.7
160061.7
165062.7
170063.6
175064.5
180065.5
185066.4
190067.3
195068.1
200069
Source
Computed: wave speed = √(g × wavelength ÷ 2π) for waves in deep water (Wikipedia, Dispersion (water waves)), calculated by Unlabeled via Horace Lamb, Hydrodynamics, 6th edition (1932), section 228
Licence
Original computation by Unlabeled; nothing copied from the source
Read
2026-11-03
Drawn
40 points as the puzzle showed them · line
  • Ran in puzzle #40 on November 5, 2026. Play it