Publications

  1. R. Stuhlmeier, C. Heffernan, A. Alberello and E. Parau, Modulational instability of nonuniformly damped, broad--banded waves: Applications to waves in sea--ice, Physical Review Fluids (2024), 9, 094802.

  2. C. Heffernan, A. Chabchoub and R. Stuhlmeier, Nonlinear spatial evolution of degenerate quartets of water waves, Wave Motion (2024), 130, 103381.

  3. R. Stuhlmeier, An introduction to the Zakharov equation for modelling deep water waves, D. Henry (ed.) Nonlinear Dispersive Waves (Springer Lecture Notes in Mathematical Fluid Mechanics), Springer (2024), pp. 99-131.

  4. D. Andrade and R. Stuhlmeier, Instability of waves in deep water - a discrete Hamiltonian approach, European Journal of Mechanics -- B/Fluids (2023), 101, 320-336. (DOI).

  5. E. Meisner, M. Galvagno, D. Andrade, D. Liberzon, and R. Stuhlmeier, Wave-by-wave forecasts in directional seas using nonlinear dispersion corrections, Physics of Fluids, (2023) 35 062104.

  6. D. Andrade and R. Stuhlmeier, The nonlinear Benjamin-Feir instability - Hamiltonian dynamics, discrete breathers, and steady solutions, Journal of Fluid Mechanics, (2023) 958, A17 (arXiv).

  7. D. Andrade and R. Stuhlmeier, Deterministic and stochastic theory for a resonant triad, Wave Motion (2023) 116, 103087.

  8. M. Galvagno, D. Eeltink, and R. Stuhlmeier, Spatial deterministic wave forecasting for nonlinear sea-states, Physics of Fluids, (2021) 33 102116 arXiv.

  9. S. Michele, R. Stuhlmeier, and A.G.L. Borthwick, Heat transfer in the seabed boundary layer, Journal of Fluid Mechanics , (2021) 928 R4.

  10. D. Andrade, R. Stuhlmeier, and M. Stiassnie, Freak waves caused by reflection, Coastal Engineering , (2021), 104004

  11. R. Stuhlmeier and M. Stiassnie, Deterministic wave forecasting with the Zakharov equation, Journal of Fluid Mechanics , (2021) 913 A50.

  12. M. Kluczek and R. Stuhlmeier, Mass transport for Pollard waves, Applicable Analysis , (2020) arXiv

  13. R. Stuhlmeier, T. Vrecica, and Y. Toledo, Nonlinear wave interaction in coastal and open seas - deterministic and stochastic theory, in Nonlinear Water Waves (D. Henry et al (Eds.), Springer, 2019 (arXiv)

  14. D. Andrade, R. Stuhlmeier, and M. Stiassnie, On the generalized kinetic equation for surface gravity waves, blow-up and its restraint, Fluids, 4 (2019), 2.

  15. R. Stuhlmeier and M. Stiassnie, Nonlinear dispersion for ocean surface waves, Journal of Fluid Mechanics, 859 (2019), 49-58.

  16. R. Stuhlmeier and D. Xu, WEC design based on refined mean annual energy production for the Israeli Mediterranean coast, Journal of Waterway, Port, Coastal, and Ocean Engineering, 144 (2018) 06018002.

  17. R. Stuhlmeier and M. Stiassnie, Evolution of statistically inhomogeneous degenerate water wave quartets, Phil. Trans. R. Soc. A 376 (2018) 20170101.

  18. D. Xu, R. Stuhlmeier and M. Stiassnie, Assessing the size of a twin-cylinder wave energy converter designed for real sea-states, Ocean Engineering, 147 (2018), 243-255.

  19. D. Xu, R. Stuhlmeier and M. Stiassnie, Harnessing wave power in open seas II - Very large arrays of wave energy converters for 2D sea-states, J. Ocean Eng. Marine Energy, 3 (2017), 151-160.

  20. R. Stuhlmeier and M. Stiassnie, Adapting Havelock's wave-maker theorem to acoustic-gravity waves, IMA J. Appl. Math , 81 (2016), 631-646. (PDF)

  21. M. Stiassnie, U. Kadri and R. Stuhlmeier, Harnessing wave-power in open seas, J. Ocean Eng. Marine Energy 2 (2016), 47-57. (PDF)

  22. R. Stuhlmeier, Particle paths in Stokes' edge wave, J. Nonlinear Math. Phys., 22 (2015), 507-515. (PDF)

  23. R. Stuhlmeier, On Gerstner's water wave and mass transport, J. Math. Fluid. Mech., 17 (2015), 761-767. (PDF)

  24. R. Stuhlmeier, Internal Gerstner waves on a sloping bed, Discrete Contin. Dyn. Syst. Ser. A., 34 (2014), 3183-3192. (PDF) (Errata)

  25. M. Stiassnie and R. Stuhlmeier, Progressive waves on a blunt interface, Discrete Contin. Dyn. Syst. Ser. A, 34 (2014), 3171 - 3182. (PDF)

  26. R. Stuhlmeier, Internal Gerstner waves: applications to dead water, Applicable Analysis, 93 (2014), 1451-1457. (PDF)

  27. R. Stuhlmeier, On constant vorticity flows beneath two-dimensional surface solitary waves, J. Nonlinear Math. Phys., 19 (2012), 1240004. (PDF)

  28. R. Stuhlmeier, Effects of shear flow on KdV balance - applications to tsunami, Commun. Pure Appl. Anal., 11 (2012), 1549 - 1561. (PDF)

  29. R. Stuhlmeier, On edge waves in stratified water along a sloping beach, J. Nonlinear Math. Phys., 18 (2011), 127-137. (PDF)

  30. R. Stuhlmeier, KdV theory and the Chilean tsunami of 1960, Discrete Contin. Dyn. Syst. Ser. B 12, (2009), 623-632. (PDF)