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Article information
1999 , Volume 4, ¹ 6, p.3-16
Afanasiev K.E., Stukolov S.V.
Numerical modeling of solitary waves interaction with obstacles
The problems on the interaction of solitary waves in ideal incompressible fluid with obstacles shaped as semi-circular cylinders and an oblique wall are considered. Diagrammes have been constructed on the basis of numerous calculations of the types of emerging wave flows. The problems in a complete nonlinear statement are solved by the methods of boundary elements.
[full text] Classificator Msc2000:- *76B07 Free-surface potential flows
- 76B15 Water waves, gravity waves; dispersion and scattering, nonlinear interaction
- 76B25 Solitary waves
- 76M15 Boundary element methods
Keywords: wave breaking, solitary wave, semicircular cylinder, plane beach, maximum runup, inclined wall, two-dimensional irrotational free-surface flows, complex boundary elements, runup, rundown
Author(s):
Afanasiev Konstantin Evgenievich
Dr. , Professor
Position: Vice-Rector
Office: Kemerovo State University, Computer Centre
Address: 650043, Russia, Kemerovo, Krasnaya str. 6
Phone Office: (3842) 58 33 41
E-mail: keafa@kemsu.ru
Stukolov Sergei Vladimirovich
PhD. , Associate Professor
Position: Associate Professor
Office: Kemerovo State University
Address: 650043, Russia, Kemerovo, Krasnaya str. 6
E-mail: serg@kemsu.ru
Bibliography link:
Afanasiev K.E., Stukolov S.V. Numerical modeling of solitary waves interaction with obstacles // Computational technologies. 1999. V. 4. ¹ 6. P. 3-16
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