Articles | Volume 19, issue 9
https://doi.org/10.5194/nhess-19-1925-2019
https://doi.org/10.5194/nhess-19-1925-2019
Research article
 | 
02 Sep 2019
Research article |  | 02 Sep 2019

Probabilistic characteristics of narrow-band long-wave run-up onshore

Sergey Gurbatov and Efim Pelinovsky

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Revised manuscript under review for NHESS
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Cited articles

Anderson, D., Harris, M., Hartle, H., Nicolsky, D., Pelinovsky, E., Raz, A., and Rybkin, A.: Runup of long waves in piecewise sloping U-shaped bays, Pure Appl. Geophys., 174, 3185–3207, 2017. 
Antuano, M. and Brocchini, M.: Maximum run-up, breaking conditions and dynamical forces in the swash zone: a boundary value approach, Coast. Eng., 55, 732–740, 2008. 
Antuano, M. and Brocchini, M.: Solving the nonlinear shallow-water equations in physical space, J. Fluid Mech., 643, 207–232, 2010. 
Aydin, B. and Kanoglu, U.: New analytical solution for nonlinear shallow water-wave equations, Pure Appl. Geophys., 174, 3209–3218, 2017. 
Bec, J. and Khanin, K.: Burgers turbulence, Phys. Rep., 447, 1–66, 2007. 
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Short summary
Hazardous sea waves that have irregular structures approach the coast very often. They should be characterized by their statistical characteristics. They are found here within an analytical theory of shallow-water wave run-up on a beach without breaking. Obtained distribution functions can be used for estimates of the flooding zone characteristics in marine natural hazards.
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