![]() Authors of the web-site in alphabetical order: |
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Sergey A. Dyachenko | Alexander O. Korotkevich | Pavel M. Lushnikov | Anastassiya A. Semenova | Denis A. Silantyev |
In our recent works we computed with very high accuracy (at least 10e-26) Stokes' waves of different amplitude and provided a new, more accurate, estimation
for the maximum amplitude of the Stokes' wave. We were able to compute Stokes' waves with amplitudes which differs from the maximum one less than by 0.003%. These results were published in the following articles:
Here you can find library of computed Stokes' waves represented as data for Padé approximation (see Appendix C in the article 2 above for full description): ZIP-Archive of the library of Stokes' waves (quadruple precision) ZIP-Archive of the few Stokes' waves (200 decimal digits precision) Here we provide several examples of the first three unstable eigenmodes for different values of steepness (see Appendix C in the article 5 above for full description): ZIP-Archive of the library of elevation profiles of the the first three unstable eigenmodes for perturbations of Stokes' waves (double precision) |
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This research was performed under support of National Science Foundation grant OCE1131791, work on Padé approximation was supported by Russian Scientific Foundation grant 14-22-00259. |
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